From 6a8035ccedf24386d226f5f4ca2cc3b6b24bc50d Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Bj=C3=B6rn=20Runden?= Date: Fri, 30 Oct 2026 15:40:37 +0100 Subject: [PATCH] neue Fragn --- README.md | 2 +- context.md | 2 + simulator/README.md | 2 +- .../data/lpic1_101/questions_101_set2.json | 221 ++++++ .../data/lpic1_101/questions_102_set2.json | 369 +++++++++ .../data/lpic1_101/questions_103_set2.json | 713 ++++++++++++++++++ .../data/lpic1_101/questions_104_set2.json | 379 ++++++++++ .../data/lpic1_102/questions_105_set2.json | 221 ++++++ .../data/lpic1_102/questions_106_set2.json | 137 ++++ .../data/lpic1_102/questions_107_set2.json | 337 +++++++++ .../data/lpic1_102/questions_108_set2.json | 321 ++++++++ .../data/lpic1_102/questions_109_set2.json | 391 ++++++++++ .../data/lpic1_102/questions_110_set2.json | 311 ++++++++ simulator/docs/decisions.md | 2 +- simulator/js/bank.js | 8 +- simulator/tools/build_bank.py | 22 +- 16 files changed, 3422 insertions(+), 16 deletions(-) create mode 100644 simulator/data/lpic1_101/questions_101_set2.json create mode 100644 simulator/data/lpic1_101/questions_102_set2.json create mode 100644 simulator/data/lpic1_101/questions_103_set2.json create mode 100644 simulator/data/lpic1_101/questions_104_set2.json create mode 100644 simulator/data/lpic1_102/questions_105_set2.json create mode 100644 simulator/data/lpic1_102/questions_106_set2.json create mode 100644 simulator/data/lpic1_102/questions_107_set2.json create mode 100644 simulator/data/lpic1_102/questions_108_set2.json create mode 100644 simulator/data/lpic1_102/questions_109_set2.json create mode 100644 simulator/data/lpic1_102/questions_110_set2.json diff --git a/README.md b/README.md index 0651aca..16198ac 100644 --- a/README.md +++ b/README.md @@ -23,7 +23,7 @@ lpic/ ``` ## Prüfungssimulator -`simulator/index.html` im Browser öffnen (kein Server nötig): LPIC-1 101/102 mit je 90 Fragen, Lern- und Prüfungsmodus, +`simulator/index.html` im Browser öffnen (kein Server nötig): LPIC-1 101/102 mit je 200 Fragen, Lern- und Prüfungsmodus, Speichern/Export/Import der Sitzung. Details und Fragenformat: [simulator/README.md](simulator/README.md). Code für Übungen und Lab (`bash/`, `ansible/`, `stacks/`) wird bei Bedarf angelegt. diff --git a/context.md b/context.md index 7aab1e1..2eafbd7 100644 --- a/context.md +++ b/context.md @@ -26,6 +26,7 @@ Messbar am Ende: - [ ] Objectives als Gliederung in `ai/context/knowledge/topics/` anlegen - [ ] Lab-Umgebung festlegen (lokale Container/VMs) - [x] Prüfungssimulator LPIC-1 mit 180 Fragen (29.10.2026) +- [x] Zweiter Fragensatz: je 200 Fragen für 101 und 102 (30.10.2026) - [ ] Fragen fachlich durchsehen (br) und laufend ergänzen - [ ] LPIC-2 (201/202) als weitere Prüfungen im Simulator @@ -61,3 +62,4 @@ Betreiber testet den Simulator und sieht die Fragen fachlich durch (Rückmeldung - 29.10.2026 – Prüfungssimulator gebaut (`simulator/`), Objectives 5.0 und LPI-Regeln recherchiert (Knowledge `research/lpi_exam_format`). Tests lokal: `build_bank.py -c` ok (180 Fragen); `tests/selftest.html` 40/40, `tests/ui_smoke.html` 27/27 in Chromium headless unter `file://` und über lokalen `http.server`; Start und Darstellung zusätzlich in Firefox headless geprüft. Nicht getestet: Mobilgeräte (nur 400-px-Fenster), Safari. - 29.10.2026 – Bank verschlüsselt (ChaCha20, gegen Python-`cryptography` und RFC-8439-Vektor geprüft), Prüfvermerk `review`, Export `build_bank.py -e` → `simulator/dist/`; Lückentext-Feld war links verschoben (input inline-block, `margin:auto` griff nicht) → `display:block`. Tests: selftest 44/44, ui_smoke 27/27; Export über `python3 -m http.server 8080` (alle Schnittstellen) ausgeliefert und geprüft. - 29.10.2026 – Prüferpaket: Doku nach `simulator/docs/` (exam_format, question_rules, decisions, REVIEW) und `simulator/AGENTS.md`; `build_bank.py -b` → `simulator/release/lpic-sim_.tar.gz` (ohne PSK, `dist/`, `release/`, Caches; ohne `ai/` und Umgebungsdaten). Entpackt in leerem Verzeichnis geprüft: Build, selftest 44/44, ui_smoke 27/27, alle Doku-Links innerhalb des Pakets. Lizenz klärt jeder Prüfer selbst (Betreiber). +- 30.10.2026 – Je 110 weitere Fragen für 101 und 102 (`questions_*_set2.json`, nach Gewicht verteilt) → je 200, gesamt 400; Qualitätsprüfung (Backticks, Buchstabenbezüge, doppelte Fragetexte) ohne Befund. Export-Fehler behoben: `build_bank.py -e` löschte das ganze `dist/` samt fremder Datei `lpic.tar.gz` (aus `~/Downloads` wiederhergestellt) – ersetzt jetzt nur noch `index.html`, `css`, `js`, `vendor`, Verzeichnis bleibt (laufender Server liefert weiter). Tests: selftest 44/44, ui_smoke 27/27; Server :8080 liefert 2×200 Fragen; Prüferpaket `release/lpic-sim_2026-10-30.tar.gz` neu. diff --git a/simulator/README.md b/simulator/README.md index a0c810e..a6f9043 100644 --- a/simulator/README.md +++ b/simulator/README.md @@ -17,7 +17,7 @@ | Weg | Aufruf | |---|---| | Lokal | `index.html` im Browser öffnen (Doppelklick genügt, kein Server nötig) | -| Export + Webserver | `python3 tools/build_bank.py -e` schreibt nur die Laufzeitdateien nach `dist/` (ohne `data/`, `tools/`, `tests/`), dann `python3 -m http.server 8080 -d dist` | +| Export + Webserver | `python3 tools/build_bank.py -e` schreibt nur die Laufzeitdateien nach `dist/` (ohne `data/`, `tools/`, `tests/`); andere Dateien in `dist/` bleiben erhalten, ein laufender Server liefert sofort den neuen Stand. Start: `python3 -m http.server 8080 -d dist` | **Startseite:** Prüfung wählen (LPIC-1 101 oder 102), Modus wählen, im Lernmodus optional Topics, Anzahl und Reihenfolge. diff --git a/simulator/data/lpic1_101/questions_101_set2.json b/simulator/data/lpic1_101/questions_101_set2.json new file mode 100644 index 0000000..7c2ab77 --- /dev/null +++ b/simulator/data/lpic1_101/questions_101_set2.json @@ -0,0 +1,221 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_101_set2.json", + "brief": "Zweiter Fragensatz zu Topic 101 Systemarchitektur (LPIC-1 101-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-101", + "questions": [ + { + "id": "101.1-004", + "objective": "101.1", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl listet die am PCI-Bus erkannten Geräte auf, z. B. Netzwerk- und Grafikkarten?", + "options": [ + { "id": "a", "text": "`lspci`", "correct": true, "explanation": "Liest die PCI-Informationen aus `/sys` bzw. `/proc/bus/pci`; `-k` zeigt zusätzlich den Treiber." }, + { "id": "b", "text": "`lsusb`", "correct": false, "explanation": "Listet USB-Geräte." }, + { "id": "c", "text": "`lsblk`", "correct": false, "explanation": "Listet Blockgeräte (Platten, Partitionen)." }, + { "id": "d", "text": "`lsmod`", "correct": false, "explanation": "Listet geladene Kernelmodule." }, + { "id": "e", "text": "`lscpu`", "correct": false, "explanation": "Zeigt Informationen zur CPU-Architektur." } + ], + "explanation": "`lspci -v` ausführlich, `lspci -nn` mit Hersteller- und Geräte-IDs; `lsusb -t` zeigt den USB-Baum.", + "references": ["man 8 lspci"] + }, + { + "id": "101.1-005", + "objective": "101.1", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (nur der Name) entlädt ein Kernelmodul, **ohne** Abhängigkeiten zu berücksichtigen – das Gegenstück zu `insmod`?", + "answers": ["rmmod"], + "explanation": "`rmmod` entfernt genau ein Modul; mit Abhängigkeiten entlädt man über `modprobe -r`.", + "references": ["man 8 rmmod"] + }, + { + "id": "101.1-006", + "objective": "101.1", + "type": "single", + "difficulty": 2, + "question": "Das Kernelmodul `nouveau` soll beim Start **nicht** automatisch geladen werden. Wie erreicht man das üblicherweise?", + "options": [ + { "id": "a", "text": "Eine Datei unter `/etc/modprobe.d/` mit der Zeile `blacklist nouveau` anlegen", "correct": true, "explanation": "modprobe wertet die Konfiguration in `/etc/modprobe.d/*.conf` aus; ggf. initramfs neu erzeugen." }, + { "id": "b", "text": "`nouveau` in `/etc/modules` eintragen", "correct": false, "explanation": "`/etc/modules` (Debian) listet Module, die beim Start **geladen** werden sollen." }, + { "id": "c", "text": "Die Zeile `nouveau` aus `/proc/modules` löschen", "correct": false, "explanation": "`/proc/modules` ist nur eine Laufzeitanzeige und nicht beschreibbar." }, + { "id": "d", "text": "`blacklist nouveau` in `/etc/sysctl.conf` eintragen", "correct": false, "explanation": "`sysctl.conf` setzt Kernelparameter unter `/proc/sys`, keine Modulregeln." }, + { "id": "e", "text": "`rmmod nouveau` einmal ausführen", "correct": false, "explanation": "Entlädt das Modul nur bis zum nächsten Start." } + ], + "explanation": "Modulparameter setzt man ebenfalls dort: `options =`.", + "references": ["man 5 modprobe.d"] + }, + { + "id": "101.1-007", + "objective": "101.1", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu udev treffen zu?", + "options": [ + { "id": "a", "text": "udev legt Gerätedateien unter `/dev` dynamisch an, wenn der Kernel neue Hardware meldet.", "correct": true, "explanation": "udev reagiert auf Kernel-Ereignisse (uevents) und verwaltet `/dev`." }, + { "id": "b", "text": "Eigene udev-Regeln legt man unter `/etc/udev/rules.d/` ab.", "correct": true, "explanation": "Regeln dort haben Vorrang vor denen der Pakete unter `/usr/lib/udev/rules.d/` bzw. `/lib/udev/rules.d/`." }, + { "id": "c", "text": "udev speichert seine Regeln in `/proc/udev`.", "correct": false, "explanation": "Einen solchen Pfad gibt es nicht." }, + { "id": "d", "text": "`udevadm monitor` löscht alle udev-Regeln.", "correct": false, "explanation": "`udevadm monitor` zeigt eintreffende Ereignisse live an." }, + { "id": "e", "text": "D-Bus ist das Dateisystem, in dem udev die Gerätedateien anlegt.", "correct": false, "explanation": "D-Bus ist ein Nachrichtensystem zwischen Prozessen; Gerätedateien liegen im devtmpfs unter `/dev`." } + ], + "explanation": "Beispiel einer Regel: feste Namen für Geräte über Attribute wie Seriennummer. `udevadm info` zeigt die Attribute eines Geräts.", + "references": ["man 7 udev", "man 8 udevadm"] + }, + { + "id": "101.2-005", + "objective": "101.2", + "type": "single", + "difficulty": 1, + "question": "Im GRUB-2-Menü soll für **einen** Start ein zusätzlicher Kernel-Parameter gesetzt werden. Was tut man?", + "options": [ + { "id": "a", "text": "Den Eintrag markieren, `e` drücken, die `linux`-Zeile ergänzen und mit Strg+X bzw. F10 starten", "correct": true, "explanation": "Die Änderung gilt nur für diesen Start; nichts wird gespeichert." }, + { "id": "b", "text": "`/boot/grub/grub.cfg` bearbeiten und neu starten", "correct": false, "explanation": "Wirkt dauerhaft (bis zur nächsten Neuerzeugung) – und die Datei soll man nicht von Hand ändern." }, + { "id": "c", "text": "`c` drücken und `reboot` eingeben", "correct": false, "explanation": "`c` öffnet die GRUB-Kommandozeile; `reboot` startet nur neu." }, + { "id": "d", "text": "Im BIOS-Setup den Parameter eintragen", "correct": false, "explanation": "Die Firmware kennt keine Kernel-Parameter." }, + { "id": "e", "text": "Nach dem Start `echo param > /proc/cmdline` ausführen", "correct": false, "explanation": "`/proc/cmdline` ist nur lesbar, und der Kernel läuft dann bereits." } + ], + "explanation": "Typische Einmal-Parameter für die Fehlersuche: `systemd.unit=rescue.target`, `nomodeset`, `init=/bin/bash`.", + "references": ["info grub"] + }, + { + "id": "101.2-006", + "objective": "101.2", + "type": "fill", + "difficulty": 2, + "question": "Welcher Kernel-Parameter in der Form `systemd.unit=…` lässt systemd direkt in das Rettungs-Target starten? (vollständiger Parameter)", + "answers": ["systemd.unit=rescue.target"], + "explanation": "Für eine minimale Notfall-Shell: `systemd.unit=emergency.target`. Klassisch wirken auch `single` bzw. `1`.", + "references": ["man 7 kernel-command-line", "man 7 systemd.special"] + }, + { + "id": "101.2-007", + "objective": "101.2", + "type": "single", + "difficulty": 2, + "question": "Mit welchem Werkzeug zeigt und ändert man unter Linux die **Boot-Einträge der UEFI-Firmware** (z. B. Bootreihenfolge)?", + "options": [ + { "id": "a", "text": "`efibootmgr`", "correct": true, "explanation": "Liest und schreibt die EFI-Variablen; `-v` zeigt Details, `-o` setzt die Reihenfolge." }, + { "id": "b", "text": "`mokutil`", "correct": false, "explanation": "Verwaltet Machine Owner Keys für Secure Boot." }, + { "id": "c", "text": "`update-initramfs`", "correct": false, "explanation": "Erzeugt die initramfs neu." }, + { "id": "d", "text": "`fdisk -l`", "correct": false, "explanation": "Zeigt Partitionstabellen." }, + { "id": "e", "text": "`lsblk`", "correct": false, "explanation": "Listet Blockgeräte." } + ], + "explanation": "Bei UEFI startet die Firmware eine `.efi`-Datei von der EFI-Systempartition; die Einträge stehen im NVRAM.", + "references": ["man 8 efibootmgr"] + }, + { + "id": "101.2-008", + "objective": "101.2", + "type": "single", + "difficulty": 1, + "question": "Welche Datei legt bei **SysV-init** den Standard-Runlevel und das Startverhalten fest?", + "options": [ + { "id": "a", "text": "`/etc/inittab`", "correct": true, "explanation": "z. B. `id:3:initdefault:` für Runlevel 3." }, + { "id": "b", "text": "`/etc/init.d/`", "correct": false, "explanation": "Verzeichnis mit den Startskripten der Dienste." }, + { "id": "c", "text": "`/etc/rc.local`", "correct": false, "explanation": "Lokales Skript, das am Ende des Starts läuft." }, + { "id": "d", "text": "`/etc/systemd/system/default.target`", "correct": false, "explanation": "Entspricht dem Standard-Runlevel bei **systemd**." }, + { "id": "e", "text": "`/boot/grub/grub.cfg`", "correct": false, "explanation": "Konfiguration des Bootloaders." } + ], + "explanation": "SysV-init: `/etc/inittab` → Skripte in `/etc/rcN.d/` (S = starten, K = beenden), die auf `/etc/init.d/` verlinken.", + "references": ["man 5 inittab"] + }, + { + "id": "101.2-009", + "objective": "101.2", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zur Analyse des Systemstarts treffen zu?", + "options": [ + { "id": "a", "text": "`journalctl -b -1` zeigt die Meldungen des vorherigen Starts, sofern das Journal persistent gespeichert wird.", "correct": true, "explanation": "Ohne `/var/log/journal` gibt es nur den aktuellen Start." }, + { "id": "b", "text": "`systemd-analyze blame` listet Units nach ihrer Startdauer.", "correct": true, "explanation": "Hilft, langsame Dienste zu finden; `systemd-analyze` allein zeigt die Gesamtzeit." }, + { "id": "c", "text": "`dmesg` zeigt die Meldungen aller bisherigen Starts.", "correct": false, "explanation": "Der Ring-Buffer enthält nur den laufenden Start." }, + { "id": "d", "text": "Der Bootloader wird vom Kernel geladen.", "correct": false, "explanation": "Umgekehrt: Der Bootloader lädt den Kernel." }, + { "id": "e", "text": "Die initramfs wird erst nach systemd geladen.", "correct": false, "explanation": "Die initramfs ist vor dem echten Root-Dateisystem aktiv; systemd läuft oft schon in ihr." } + ], + "explanation": "Für klassische Systeme stehen Startmeldungen auch in `/var/log/messages` bzw. `/var/log/syslog`.", + "references": ["man 1 systemd-analyze", "man 1 journalctl"] + }, + { + "id": "101.3-005", + "objective": "101.3", + "type": "single", + "difficulty": 1, + "question": "Der Befehl `runlevel` gibt `N 5` aus. Was bedeutet das?", + "options": [ + { "id": "a", "text": "Es gab keinen vorherigen Runlevel (N); der aktuelle ist 5.", "correct": true, "explanation": "Erstes Feld: vorheriger Runlevel, zweites: aktueller." }, + { "id": "b", "text": "Das System startet in 5 Minuten neu.", "correct": false, "explanation": "`runlevel` plant nichts." }, + { "id": "c", "text": "Netzwerk ist deaktiviert (N), 5 Benutzer sind angemeldet.", "correct": false, "explanation": "Mit Benutzern oder Netzwerk hat die Ausgabe nichts zu tun." }, + { "id": "d", "text": "Der aktuelle Runlevel ist N (normal), der vorherige 5.", "correct": false, "explanation": "Reihenfolge vertauscht; N bedeutet „none“." }, + { "id": "e", "text": "Runlevel 5 ist fehlgeschlagen.", "correct": false, "explanation": "Fehler zeigt `runlevel` nicht an." } + ], + "explanation": "Unter systemd wird der Runlevel aus dem aktiven Target abgeleitet (`graphical.target` → 5).", + "references": ["man 8 runlevel"] + }, + { + "id": "101.3-006", + "objective": "101.3", + "type": "fill", + "difficulty": 1, + "question": "Mit welchem `systemctl`-Befehl (vollständig) zeigt man das aktuelle **Standard-Target** an?", + "answers": ["systemctl get-default"], + "explanation": "Gegenstück: `systemctl set-default `.", + "references": ["man 1 systemctl"] + }, + { + "id": "101.3-007", + "objective": "101.3", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl sendet eine Nachricht an die Terminals **aller** angemeldeten Benutzer?", + "options": [ + { "id": "a", "text": "`wall`", "correct": true, "explanation": "write all: liest den Text von stdin oder als Argument." }, + { "id": "b", "text": "`write`", "correct": false, "explanation": "Schreibt an **einen** bestimmten Benutzer." }, + { "id": "c", "text": "`mesg`", "correct": false, "explanation": "Erlaubt bzw. verbietet den Empfang von Nachrichten am eigenen Terminal." }, + { "id": "d", "text": "`logger`", "correct": false, "explanation": "Schreibt ins Systemprotokoll." }, + { "id": "e", "text": "`notify`", "correct": false, "explanation": "Kein Standardbefehl für Terminalnachrichten." } + ], + "explanation": "`shutdown` benachrichtigt angemeldete Benutzer ebenfalls per wall.", + "references": ["man 1 wall"] + }, + { + "id": "101.3-008", + "objective": "101.3", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl startet ein systemd-System **sofort neu**?", + "options": [ + { "id": "a", "text": "`systemctl reboot`", "correct": true, "explanation": "Entspricht dem Wechsel zu `reboot.target`; ebenso `reboot` oder `shutdown -r now`." }, + { "id": "b", "text": "`systemctl restart`", "correct": false, "explanation": "Startet **Units** neu und erwartet einen Unit-Namen." }, + { "id": "c", "text": "`systemctl isolate poweroff.target`", "correct": false, "explanation": "Schaltet das System aus." }, + { "id": "d", "text": "`telinit 0`", "correct": false, "explanation": "Runlevel 0 hält bzw. schaltet aus." }, + { "id": "e", "text": "`shutdown -h now`", "correct": false, "explanation": "`-h` hält an bzw. schaltet aus." } + ], + "explanation": "Weitere: `systemctl poweroff`, `systemctl halt`, `systemctl suspend`.", + "references": ["man 1 systemctl"] + }, + { + "id": "101.3-009", + "objective": "101.3", + "type": "multi", + "difficulty": 1, + "question": "Welche Zuordnungen der klassischen SysV-Runlevels sind korrekt?", + "options": [ + { "id": "a", "text": "Runlevel 0: System anhalten (halt/poweroff)", "correct": true, "explanation": "`telinit 0` fährt herunter." }, + { "id": "b", "text": "Runlevel 6: Neustart", "correct": true, "explanation": "`telinit 6` startet neu." }, + { "id": "c", "text": "Runlevel 1: grafischer Mehrbenutzerbetrieb", "correct": false, "explanation": "Runlevel 1 ist der Einzelbenutzermodus." }, + { "id": "d", "text": "Runlevel 5: Einzelbenutzermodus", "correct": false, "explanation": "Runlevel 5 ist (bei vielen Distributionen) Mehrbenutzer mit grafischer Anmeldung." }, + { "id": "e", "text": "Runlevel 3: Neustart", "correct": false, "explanation": "Runlevel 3 ist Mehrbenutzer ohne grafische Oberfläche." } + ], + "explanation": "Die Bedeutung von 2–5 war distributionsabhängig; 0, 1 und 6 sind überall gleich.", + "references": ["man 8 init"] + } + ] +} diff --git a/simulator/data/lpic1_101/questions_102_set2.json b/simulator/data/lpic1_101/questions_102_set2.json new file mode 100644 index 0000000..6c33df9 --- /dev/null +++ b/simulator/data/lpic1_101/questions_102_set2.json @@ -0,0 +1,369 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_102_set2.json", + "brief": "Zweiter Fragensatz zu Topic 102 Linux-Installation und Paketverwaltung (LPIC-1 101-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-101", + "questions": [ + { + "id": "102.1-004", + "objective": "102.1", + "type": "single", + "difficulty": 1, + "question": "Wofür nutzt Linux eine Swap-Partition bzw. Swap-Datei?", + "options": [ + { "id": "a", "text": "Zum Auslagern selten genutzter Speicherseiten bei knappem Arbeitsspeicher (und für den Ruhezustand)", "correct": true, "explanation": "Swap erweitert den virtuellen Speicher; Hibernate schreibt den RAM-Inhalt dorthin." }, + { "id": "b", "text": "Zum Ablegen temporärer Dateien statt `/tmp`", "correct": false, "explanation": "Swap enthält kein Dateisystem für Dateien." }, + { "id": "c", "text": "Als Sicherungskopie der Partitionstabelle", "correct": false, "explanation": "Die GPT-Sicherung liegt am Plattenende, nicht im Swap." }, + { "id": "d", "text": "Zum Starten des Kernels", "correct": false, "explanation": "Kernel und initramfs liegen in `/boot`." }, + { "id": "e", "text": "Als Cache für Paketdownloads", "correct": false, "explanation": "Paket-Caches liegen unter `/var/cache`." } + ], + "explanation": "Aktive Swap-Bereiche zeigen `swapon --show` und `free -h`.", + "references": ["man 8 swapon"] + }, + { + "id": "102.1-005", + "objective": "102.1", + "type": "single", + "difficulty": 2, + "question": "Warum legt man `/boot` häufig auf eine **eigene, unverschlüsselte** Partition?", + "options": [ + { "id": "a", "text": "Damit der Bootloader Kernel und initramfs lesen kann, auch wenn das Root-Dateisystem verschlüsselt ist oder in LVM/RAID liegt", "correct": true, "explanation": "Die initramfs entschlüsselt bzw. aktiviert dann das eigentliche Root-Dateisystem." }, + { "id": "b", "text": "Weil `/boot` die Benutzerdaten enthält", "correct": false, "explanation": "Benutzerdaten liegen in `/home`." }, + { "id": "c", "text": "Weil `/boot` ständig wächst und das Root-Dateisystem füllen würde", "correct": false, "explanation": "`/boot` ist klein und wächst kaum." }, + { "id": "d", "text": "Weil Swap in `/boot` liegen muss", "correct": false, "explanation": "Swap ist ein eigener Bereich." }, + { "id": "e", "text": "Weil `/boot` immer XFS sein muss", "correct": false, "explanation": "Dafür gibt es keine solche Vorgabe; üblich ist ext4." } + ], + "explanation": "Bei UEFI kommt zusätzlich die EFI-Systempartition (FAT) hinzu.", + "references": ["man 7 hier"] + }, + { + "id": "102.1-006", + "objective": "102.1", + "type": "fill", + "difficulty": 1, + "question": "Unter welchem Pfad wird die EFI-Systempartition üblicherweise eingehängt?", + "answers": ["/boot/efi", "/efi"], + "explanation": "Dort liegen z. B. `EFI/debian/grubx64.efi` oder `shimx64.efi`.", + "references": ["UEFI-Spezifikation, Abschnitt EFI System Partition"] + }, + { + "id": "102.1-007", + "objective": "102.1", + "type": "multi", + "difficulty": 2, + "question": "Welche Verzeichnisse müssen laut klassischer FHS-Vorgabe auf dem **Root-Dateisystem** liegen und dürfen keine eigene Partition sein?", + "options": [ + { "id": "a", "text": "`/etc`", "correct": true, "explanation": "Konfiguration wird gebraucht, bevor weitere Dateisysteme eingehängt sind (z. B. `/etc/fstab`)." }, + { "id": "b", "text": "`/sbin`", "correct": true, "explanation": "Programme wie `mount` und `fsck` müssen beim Start verfügbar sein." }, + { "id": "c", "text": "`/home`", "correct": false, "explanation": "Typischer Kandidat für eine eigene Partition." }, + { "id": "d", "text": "`/var`", "correct": false, "explanation": "Kann (und sollte oft) eigenständig sein." }, + { "id": "e", "text": "`/tmp`", "correct": false, "explanation": "Kann eigene Partition oder tmpfs im RAM sein." } + ], + "explanation": "Ebenso `/bin`, `/lib`, `/dev`. Bei zusammengeführtem `/usr` (usrmerge) sind `/bin`, `/sbin`, `/lib` Links nach `/usr`; dann bindet die initramfs `/usr` früh ein.", + "references": ["man 7 hier"] + }, + { + "id": "102.2-004", + "objective": "102.2", + "type": "single", + "difficulty": 1, + "question": "Wie installiert man GRUB 2 in den Bootsektor (MBR) der ersten Festplatte eines BIOS-Systems?", + "options": [ + { "id": "a", "text": "`grub-install /dev/sda`", "correct": true, "explanation": "Ziel ist das ganze Gerät, nicht eine Partition." }, + { "id": "b", "text": "`grub-install /dev/sda1`", "correct": false, "explanation": "Installiert in den Bootsektor einer Partition – unüblich und nicht der MBR." }, + { "id": "c", "text": "`grub-mkconfig /dev/sda`", "correct": false, "explanation": "`grub-mkconfig` erzeugt nur die Konfiguration." }, + { "id": "d", "text": "`update-grub /dev/sda`", "correct": false, "explanation": "`update-grub` schreibt nur `grub.cfg`." }, + { "id": "e", "text": "`dd if=/boot/grub of=/dev/sda`", "correct": false, "explanation": "`/boot/grub` ist ein Verzeichnis; so zerstört man im schlimmsten Fall die Platte." } + ], + "explanation": "Bei UEFI: `grub-install --target=x86_64-efi --efi-directory=/boot/efi`.", + "references": ["man 8 grub-install"] + }, + { + "id": "102.2-005", + "objective": "102.2", + "type": "fill", + "difficulty": 1, + "question": "Welche Variable in `/etc/default/grub` legt fest, wie viele Sekunden das GRUB-Menü wartet?", + "answers": ["GRUB_TIMEOUT"], + "explanation": "Nach Änderung `update-grub` bzw. `grub-mkconfig -o …` ausführen. `GRUB_DEFAULT` legt den Standardeintrag fest.", + "references": ["info grub (Simple configuration)"] + }, + { + "id": "102.2-006", + "objective": "102.2", + "type": "single", + "difficulty": 2, + "question": "Was bezeichnet `(hd0,1)` in **GRUB 2**?", + "options": [ + { "id": "a", "text": "Die erste Partition der ersten Festplatte", "correct": true, "explanation": "GRUB 2 zählt Platten ab 0, Partitionen ab 1." }, + { "id": "b", "text": "Die zweite Partition der ersten Festplatte", "correct": false, "explanation": "So wäre es bei GRUB Legacy (Partitionen ab 0)." }, + { "id": "c", "text": "Die erste Partition der zweiten Festplatte", "correct": false, "explanation": "Die zweite Platte wäre `hd1`." }, + { "id": "d", "text": "Die ganze erste Festplatte", "correct": false, "explanation": "Das wäre `(hd0)`." }, + { "id": "e", "text": "Das CD-Laufwerk", "correct": false, "explanation": "Optische Laufwerke heißen meist `(cd)`." } + ], + "explanation": "Oft mit Tabellentyp: `(hd0,gpt1)` bzw. `(hd0,msdos1)`.", + "references": ["info grub (Device syntax)"] + }, + { + "id": "102.2-007", + "objective": "102.2", + "type": "single", + "difficulty": 2, + "question": "Wo trägt man bei GRUB 2 **dauerhaft** zusätzliche Kernel-Parameter für alle Einträge ein?", + "options": [ + { "id": "a", "text": "In `GRUB_CMDLINE_LINUX` bzw. `GRUB_CMDLINE_LINUX_DEFAULT` in `/etc/default/grub`, danach `update-grub`", "correct": true, "explanation": "`grub-mkconfig` übernimmt die Werte in jede `linux`-Zeile." }, + { "id": "b", "text": "Direkt in `/boot/grub/grub.cfg`", "correct": false, "explanation": "Wird bei der nächsten Neuerzeugung überschrieben." }, + { "id": "c", "text": "In `/proc/cmdline`", "correct": false, "explanation": "Nur lesbar und nur die Anzeige des laufenden Starts." }, + { "id": "d", "text": "In `/etc/sysctl.conf`", "correct": false, "explanation": "Setzt Laufzeitparameter (`/proc/sys`), keine Boot-Parameter." }, + { "id": "e", "text": "In `/etc/modprobe.d/`", "correct": false, "explanation": "Optionen für Kernelmodule, keine Kernel-Befehlszeile." } + ], + "explanation": "`GRUB_CMDLINE_LINUX_DEFAULT` gilt nur für normale Einträge, nicht für den Recovery-Modus.", + "references": ["info grub (Simple configuration)"] + }, + { + "id": "102.3-003", + "objective": "102.3", + "type": "fill", + "difficulty": 1, + "question": "Welche Umgebungsvariable nennt zusätzliche Verzeichnisse, in denen der dynamische Linker **vorrangig** nach Shared Libraries sucht?", + "answers": ["LD_LIBRARY_PATH"], + "explanation": "Mehrere Pfade durch `:` getrennt. Für Programme mit SUID wird sie aus Sicherheitsgründen ignoriert.", + "references": ["man 8 ld.so"] + }, + { + "id": "102.3-004", + "objective": "102.3", + "type": "single", + "difficulty": 2, + "question": "In welcher Datei legt `ldconfig` den Cache der bekannten Shared Libraries ab?", + "options": [ + { "id": "a", "text": "`/etc/ld.so.cache`", "correct": true, "explanation": "Binärer Cache, den der dynamische Linker beim Programmstart liest." }, + { "id": "b", "text": "`/etc/ld.so.conf`", "correct": false, "explanation": "Konfiguration der zusätzlichen Suchpfade." }, + { "id": "c", "text": "`/etc/ld.so.preload`", "correct": false, "explanation": "Liste von Bibliotheken, die jedem Programm vorab geladen werden." }, + { "id": "d", "text": "`/lib64/ld-linux-x86-64.so.2`", "correct": false, "explanation": "Das ist der dynamische Linker selbst." }, + { "id": "e", "text": "`/proc/ld`", "correct": false, "explanation": "Diesen Pfad gibt es nicht." } + ], + "explanation": "Bibliotheksnamen: `libname.so.` (soname), dazu Symlinks; `ldconfig` pflegt sie.", + "references": ["man 8 ldconfig"] + }, + { + "id": "102.4-006", + "objective": "102.4", + "type": "single", + "difficulty": 1, + "question": "Wie installiert man die heruntergeladene Datei `tool_1.2_amd64.deb` mit dpkg?", + "options": [ + { "id": "a", "text": "`dpkg -i tool_1.2_amd64.deb`", "correct": true, "explanation": "`-i` (install) installiert bzw. aktualisiert aus der Datei." }, + { "id": "b", "text": "`dpkg -x tool_1.2_amd64.deb`", "correct": false, "explanation": "`-x` entpackt nur den Inhalt in ein Verzeichnis." }, + { "id": "c", "text": "`dpkg -c tool_1.2_amd64.deb`", "correct": false, "explanation": "`-c` listet den Inhalt." }, + { "id": "d", "text": "`dpkg -I tool_1.2_amd64.deb`", "correct": false, "explanation": "`-I` zeigt Informationen (control) zur Datei." }, + { "id": "e", "text": "`dpkg -r tool_1.2_amd64.deb`", "correct": false, "explanation": "`-r` entfernt ein installiertes Paket." } + ], + "explanation": "dpkg löst keine Abhängigkeiten auf; fehlende Pakete holt anschließend `apt-get install -f`. Mit apt direkt: `apt install ./tool_1.2_amd64.deb`.", + "references": ["man 1 dpkg"] + }, + { + "id": "102.4-007", + "objective": "102.4", + "type": "fill", + "difficulty": 1, + "question": "Mit welchem `apt-cache`-Aufruf (Befehl und Unterbefehl, ohne Suchbegriff) durchsucht man Paketnamen und -beschreibungen nach einem Stichwort?", + "answers": ["apt-cache search"], + "explanation": "Beispiel: `apt-cache search webserver`. Details zu einem Paket: `apt-cache show `.", + "references": ["man 8 apt-cache"] + }, + { + "id": "102.4-008", + "objective": "102.4", + "type": "single", + "difficulty": 2, + "question": "Nach `dpkg -i` meldet dpkg fehlende Abhängigkeiten. Welcher Befehl installiert sie nach und schließt die Installation ab?", + "options": [ + { "id": "a", "text": "`apt-get install -f`", "correct": true, "explanation": "`-f` (fix-broken) installiert fehlende Abhängigkeiten aus den Quellen." }, + { "id": "b", "text": "`dpkg --configure -a`", "correct": false, "explanation": "Konfiguriert entpackte Pakete, lädt aber keine fehlenden Pakete." }, + { "id": "c", "text": "`apt-get update`", "correct": false, "explanation": "Aktualisiert nur die Paketlisten." }, + { "id": "d", "text": "`apt-get autoclean`", "correct": false, "explanation": "Löscht veraltete .deb-Dateien aus dem Cache." }, + { "id": "e", "text": "`apt-get check`", "correct": false, "explanation": "Prüft nur auf Probleme, behebt nichts." } + ], + "explanation": "`apt-get install -f` ohne Paketnamen versucht, das System in einen konsistenten Zustand zu bringen.", + "references": ["man 8 apt-get"] + }, + { + "id": "102.4-009", + "objective": "102.4", + "type": "single", + "difficulty": 2, + "question": "Welche Zeile ist ein gültiger Eintrag in `/etc/apt/sources.list`?", + "options": [ + { "id": "a", "text": "`deb http://deb.debian.org/debian bookworm main`", "correct": true, "explanation": "Typ, URI, Distribution (Suite), Komponente(n)." }, + { "id": "b", "text": "`http://deb.debian.org/debian deb bookworm main`", "correct": false, "explanation": "Der Typ `deb` bzw. `deb-src` steht am Anfang." }, + { "id": "c", "text": "`repo=http://deb.debian.org/debian`", "correct": false, "explanation": "Das ist keine sources.list-Syntax." }, + { "id": "d", "text": "`deb bookworm main http://deb.debian.org/debian`", "correct": false, "explanation": "Die URI steht direkt nach dem Typ." }, + { "id": "e", "text": "`[main] baseurl=http://deb.debian.org/debian`", "correct": false, "explanation": "Ähnelt yum-Repo-Dateien, nicht apt." } + ], + "explanation": "Neueres Format: `*.sources`-Dateien (deb822) unter `/etc/apt/sources.list.d/` mit `Types:`, `URIs:`, `Suites:`, `Components:`.", + "references": ["man 5 sources.list"] + }, + { + "id": "102.4-010", + "objective": "102.4", + "type": "multi", + "difficulty": 2, + "question": "Mit welchen Befehlen sieht man die **Abhängigkeiten** eines Debian-Pakets aus den Paketquellen?", + "options": [ + { "id": "a", "text": "`apt-cache depends nginx`", "correct": true, "explanation": "Listet Depends, Recommends, Conflicts usw." }, + { "id": "b", "text": "`apt-cache show nginx`", "correct": true, "explanation": "Zeigt die Paketbeschreibung inklusive Feld `Depends:`." }, + { "id": "c", "text": "`dpkg -L nginx`", "correct": false, "explanation": "Listet die Dateien eines installierten Pakets." }, + { "id": "d", "text": "`apt-get download nginx`", "correct": false, "explanation": "Lädt nur die .deb-Datei herunter." }, + { "id": "e", "text": "`apt-get autoremove nginx`", "correct": false, "explanation": "Entfernt nicht mehr benötigte Abhängigkeiten." } + ], + "explanation": "Umgekehrte Richtung (wer hängt von X ab): `apt-cache rdepends `.", + "references": ["man 8 apt-cache"] + }, + { + "id": "102.4-011", + "objective": "102.4", + "type": "single", + "difficulty": 2, + "question": "Was bedeutet der Status `ii` am Zeilenanfang der Ausgabe von `dpkg -l`?", + "options": [ + { "id": "a", "text": "Gewünscht: installieren, tatsächlich: installiert", "correct": true, "explanation": "Erstes Zeichen = gewünschter Zustand, zweites = aktueller Zustand." }, + { "id": "b", "text": "Entfernt, aber Konfigurationsdateien vorhanden", "correct": false, "explanation": "Das ist `rc`." }, + { "id": "c", "text": "Installation abgebrochen, Paket defekt", "correct": false, "explanation": "Das zeigt z. B. `iU` (unpacked) oder `iF` (half-configured)." }, + { "id": "d", "text": "Paket ist zur Aktualisierung vorgemerkt", "correct": false, "explanation": "Ein solcher Status steht nicht in den ersten beiden Zeichen." }, + { "id": "e", "text": "Paket ist nicht bekannt", "correct": false, "explanation": "Unbekannte Pakete erscheinen gar nicht oder als `un`." } + ], + "explanation": "Installierte Pakete zählen: `dpkg -l | grep '^ii' | wc -l`.", + "references": ["man 1 dpkg-query"] + }, + { + "id": "102.5-006", + "objective": "102.5", + "type": "single", + "difficulty": 1, + "question": "Welcher dnf-Befehl sucht Pakete anhand eines Stichworts in Name und Beschreibung?", + "options": [ + { "id": "a", "text": "`dnf search nginx`", "correct": true, "explanation": "Durchsucht Namen und Zusammenfassungen in den Repositories." }, + { "id": "b", "text": "`dnf info nginx`", "correct": false, "explanation": "Zeigt Details zu einem bekannten Paket." }, + { "id": "c", "text": "`dnf provides nginx`", "correct": false, "explanation": "Sucht, welches Paket eine Datei oder Fähigkeit bereitstellt." }, + { "id": "d", "text": "`dnf check-update`", "correct": false, "explanation": "Listet verfügbare Aktualisierungen." }, + { "id": "e", "text": "`dnf history`", "correct": false, "explanation": "Zeigt vergangene Transaktionen." } + ], + "explanation": "Die meisten Unterbefehle funktionieren gleich mit `yum`.", + "references": ["man 8 dnf"] + }, + { + "id": "102.5-007", + "objective": "102.5", + "type": "fill", + "difficulty": 2, + "question": "Mit welchem dnf-Unterbefehl (Befehl und Unterbefehl, ohne Argument) findet man heraus, welches Paket eine Datei wie `/usr/bin/dig` bereitstellt – auch wenn es nicht installiert ist?", + "answers": ["dnf provides", "dnf whatprovides", "yum provides", "yum whatprovides"], + "explanation": "Für installierte Pakete genügt `rpm -qf`; `provides` durchsucht die Repositories.", + "references": ["man 8 dnf"] + }, + { + "id": "102.5-008", + "objective": "102.5", + "type": "single", + "difficulty": 1, + "question": "Wo liegen bei yum bzw. dnf die Definitionen der Paket-Repositories?", + "options": [ + { "id": "a", "text": "In `*.repo`-Dateien unter `/etc/yum.repos.d/`", "correct": true, "explanation": "Abschnitte mit `[id]`, `name=`, `baseurl=` bzw. `metalink=`, `enabled=`, `gpgcheck=`." }, + { "id": "b", "text": "In `/etc/apt/sources.list`", "correct": false, "explanation": "Das ist apt (Debian)." }, + { "id": "c", "text": "In `/var/lib/rpm/`", "correct": false, "explanation": "Dort liegt die RPM-Datenbank der installierten Pakete." }, + { "id": "d", "text": "In `/etc/zypp/repos.d/`", "correct": false, "explanation": "Das ist zypper (openSUSE)." }, + { "id": "e", "text": "In `/etc/rpmrc`", "correct": false, "explanation": "Allgemeine rpm-Einstellungen, keine Repositories." } + ], + "explanation": "Globale Einstellungen: `/etc/dnf/dnf.conf` bzw. `/etc/yum.conf`. Repos auflisten: `dnf repolist`.", + "references": ["man 5 yum.conf", "man 5 dnf.conf"] + }, + { + "id": "102.5-009", + "objective": "102.5", + "type": "single", + "difficulty": 2, + "question": "`rpm -V openssh-server` gibt die Zeile `S.5....T. c /etc/ssh/sshd_config` aus. Was bedeutet sie?", + "options": [ + { "id": "a", "text": "Größe, Prüfsumme und Änderungszeit der Konfigurationsdatei weichen vom Paketstand ab.", "correct": true, "explanation": "`S` Größe, `5` Digest, `T` mtime; `c` kennzeichnet eine Konfigurationsdatei." }, + { "id": "b", "text": "Die Datei fehlt.", "correct": false, "explanation": "Fehlende Dateien meldet rpm mit `missing`." }, + { "id": "c", "text": "Nur die Rechte der Datei wurden geändert.", "correct": false, "explanation": "Rechteänderungen zeigt `M` an der zweiten Stelle." }, + { "id": "d", "text": "Das Paket ist beschädigt und muss neu installiert werden.", "correct": false, "explanation": "Angepasste Konfigurationsdateien sind normal." }, + { "id": "e", "text": "Die Signatur des Pakets ist ungültig.", "correct": false, "explanation": "Signaturen prüft `rpm -K paket.rpm`." } + ], + "explanation": "Ein Punkt bedeutet „Test bestanden“. Weitere Zeichen: `U` Eigentümer, `G` Gruppe, `L` Linkziel.", + "references": ["man 8 rpm (Abschnitt VERIFY OPTIONS)"] + }, + { + "id": "102.5-010", + "objective": "102.5", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu zypper treffen zu?", + "options": [ + { "id": "a", "text": "`zypper install nano` installiert das Paket samt Abhängigkeiten.", "correct": true, "explanation": "Kurzform `zypper in nano`." }, + { "id": "b", "text": "`zypper refresh` aktualisiert die Metadaten der Repositories.", "correct": true, "explanation": "Kurzform `zypper ref`; entspricht `apt-get update`." }, + { "id": "c", "text": "`zypper search nano` installiert alle Treffer.", "correct": false, "explanation": "`search` sucht nur." }, + { "id": "d", "text": "`zypper repos` löscht alle Repositories.", "correct": false, "explanation": "`repos` (`lr`) listet sie; entfernen: `removerepo`." }, + { "id": "e", "text": "zypper verwaltet Debian-Pakete.", "correct": false, "explanation": "zypper arbeitet mit RPM-Paketen (openSUSE, SLES)." } + ], + "explanation": "Weitere: `zypper update`, `zypper remove`, `zypper addrepo`, `zypper what-provides`.", + "references": ["man 8 zypper"] + }, + { + "id": "102.5-011", + "objective": "102.5", + "type": "single", + "difficulty": 1, + "question": "Wie entfernt man das installierte Paket `nano` direkt mit rpm?", + "options": [ + { "id": "a", "text": "`rpm -e nano`", "correct": true, "explanation": "`-e` (erase) entfernt das Paket; abhängige Pakete verhindern das." }, + { "id": "b", "text": "`rpm -r nano`", "correct": false, "explanation": "rpm kennt `-r` nicht zum Entfernen." }, + { "id": "c", "text": "`rpm -U nano`", "correct": false, "explanation": "`-U` aktualisiert aus einer Paketdatei." }, + { "id": "d", "text": "`rpm -qe nano`", "correct": false, "explanation": "Keine gültige Kombination." }, + { "id": "e", "text": "`rpm -d nano`", "correct": false, "explanation": "`-d` gehört zu Abfragen (Dokumentationsdateien, `-qd`)." } + ], + "explanation": "Mit Abhängigkeitsauflösung: `dnf remove nano`.", + "references": ["man 8 rpm"] + }, + { + "id": "102.6-003", + "objective": "102.6", + "type": "single", + "difficulty": 1, + "question": "Was unterscheidet einen Linux-**Container** grundlegend von einer virtuellen Maschine?", + "options": [ + { "id": "a", "text": "Container teilen sich den Kernel des Hosts; eine VM bringt einen eigenen Kernel auf virtueller Hardware mit.", "correct": true, "explanation": "Container isolieren Prozesse über Namespaces und cgroups." }, + { "id": "b", "text": "Container benötigen immer einen Hypervisor vom Typ 1.", "correct": false, "explanation": "Container brauchen gar keinen Hypervisor." }, + { "id": "c", "text": "In einem Container läuft stets ein anderes Betriebssystem als Linux.", "correct": false, "explanation": "Linux-Container nutzen den Linux-Kernel des Hosts." }, + { "id": "d", "text": "VMs starten schneller, weil sie keinen Kernel laden.", "correct": false, "explanation": "VMs booten einen eigenen Kernel; Container starten meist schneller." }, + { "id": "e", "text": "Container haben keinen Zugriff auf Netzwerk.", "correct": false, "explanation": "Container haben normalerweise eigene virtuelle Netzwerkschnittstellen." } + ], + "explanation": "Begriffe aus 102.6: Systemcontainer (vollständiges Userland) und Anwendungscontainer (einzelne Anwendung).", + "references": ["man 7 namespaces", "man 7 cgroups"] + }, + { + "id": "102.6-004", + "objective": "102.6", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zur Virtualisierung treffen zu?", + "options": [ + { "id": "a", "text": "Paravirtualisierte Treiber (z. B. virtio) verbessern die I/O-Leistung von Gästen.", "correct": true, "explanation": "Der Gast weiß, dass er virtualisiert läuft, und spricht mit dem Hypervisor über effiziente Schnittstellen." }, + { "id": "b", "text": "Ein Hypervisor vom Typ 1 läuft direkt auf der Hardware.", "correct": true, "explanation": "Beispiele: Xen, KVM (als Teil des Linux-Kernels), ESXi. Typ 2 läuft auf einem Host-Betriebssystem." }, + { "id": "c", "text": "Jeder Container enthält einen eigenen Kernel.", "correct": false, "explanation": "Container nutzen den Kernel des Hosts." }, + { "id": "d", "text": "cloud-init läuft auf dem Hypervisor und konfiguriert alle Gäste von außen.", "correct": false, "explanation": "cloud-init läuft **im** Gast beim ersten Start." }, + { "id": "e", "text": "Ohne Gasterweiterungen kann eine VM nicht starten.", "correct": false, "explanation": "Gasterweiterungen verbessern Leistung und Integration, sind aber nicht nötig." } + ], + "explanation": "In VMs zeigt `systemd-detect-virt` die erkannte Virtualisierung an.", + "references": ["man 1 systemd-detect-virt"] + } + ] +} diff --git a/simulator/data/lpic1_101/questions_103_set2.json b/simulator/data/lpic1_101/questions_103_set2.json new file mode 100644 index 0000000..6db8586 --- /dev/null +++ b/simulator/data/lpic1_101/questions_103_set2.json @@ -0,0 +1,713 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_103_set2.json", + "brief": "Zweiter Fragensatz zu Topic 103 GNU- und Unix-Befehle (LPIC-1 101-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-101", + "questions": [ + { + "id": "103.1-007", + "objective": "103.1", + "type": "single", + "difficulty": 1, + "question": "Wie öffnet man die Manpage zum **Dateiformat** von `/etc/passwd` statt zum Befehl `passwd`?", + "options": [ + { "id": "a", "text": "`man 5 passwd`", "correct": true, "explanation": "Abschnitt 5 enthält Dateiformate und Konventionen." }, + { "id": "b", "text": "`man passwd`", "correct": false, "explanation": "Zeigt den ersten Treffer – meist Abschnitt 1, den Befehl." }, + { "id": "c", "text": "`man 1 passwd`", "correct": false, "explanation": "Abschnitt 1 sind Benutzerbefehle." }, + { "id": "d", "text": "`man -k passwd`", "correct": false, "explanation": "Sucht nur in den Kurzbeschreibungen (wie `apropos`)." }, + { "id": "e", "text": "`man 8 passwd`", "correct": false, "explanation": "Abschnitt 8 sind Administrationsbefehle." } + ], + "explanation": "Wichtige Abschnitte: 1 Befehle, 2 Systemaufrufe, 3 Bibliotheksfunktionen, 4 Gerätedateien, 5 Dateiformate, 7 Verschiedenes, 8 Administration.", + "references": ["man 1 man"] + }, + { + "id": "103.1-008", + "objective": "103.1", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (nur der Name) durchsucht die Kurzbeschreibungen aller Manpages nach einem Stichwort – gleichwertig zu `man -k`?", + "answers": ["apropos"], + "explanation": "Die Datenbank dafür pflegt `mandb`. `whatis` zeigt die Kurzbeschreibung zu einem exakten Namen.", + "references": ["man 1 apropos"] + }, + { + "id": "103.1-009", + "objective": "103.1", + "type": "single", + "difficulty": 1, + "question": "Was bewirkt `cd -` in der Bash?", + "options": [ + { "id": "a", "text": "Wechsel in das vorherige Arbeitsverzeichnis (`$OLDPWD`)", "correct": true, "explanation": "Praktisch zum Hin- und Herspringen; der neue Pfad wird ausgegeben." }, + { "id": "b", "text": "Wechsel in das Home-Verzeichnis", "correct": false, "explanation": "Das macht `cd` ohne Argument oder `cd ~`." }, + { "id": "c", "text": "Wechsel in das übergeordnete Verzeichnis", "correct": false, "explanation": "Das macht `cd ..`." }, + { "id": "d", "text": "Wechsel in das Wurzelverzeichnis", "correct": false, "explanation": "Das macht `cd /`." }, + { "id": "e", "text": "Fehlermeldung, da `-` kein Verzeichnis ist", "correct": false, "explanation": "`-` hat bei `cd` eine eigene Bedeutung." } + ], + "explanation": "Das aktuelle Verzeichnis steht in `$PWD` bzw. wird mit `pwd` ausgegeben.", + "references": ["help cd"] + }, + { + "id": "103.1-010", + "objective": "103.1", + "type": "single", + "difficulty": 1, + "question": "Welche Ausgabe erzeugt `echo \"Pfad: $HOME\"` für die Benutzerin `anna` mit dem Home-Verzeichnis `/home/anna`?", + "options": [ + { "id": "a", "text": "`Pfad: /home/anna`", "correct": true, "explanation": "In doppelten Anführungszeichen wird `$HOME` ersetzt; die Anführungszeichen selbst erscheinen nicht." }, + { "id": "b", "text": "`Pfad: $HOME`", "correct": false, "explanation": "So wäre es mit einfachen Anführungszeichen." }, + { "id": "c", "text": "`\"Pfad: /home/anna\"`", "correct": false, "explanation": "Die Shell entfernt die Anführungszeichen vor der Übergabe an `echo`." }, + { "id": "d", "text": "`Pfad:`", "correct": false, "explanation": "`HOME` ist gesetzt, also wird ein Wert eingesetzt." }, + { "id": "e", "text": "Eine Fehlermeldung", "correct": false, "explanation": "Der Befehl ist korrekt." } + ], + "explanation": "Reihenfolge der Verarbeitung: Quoting erkennen → Expansionen → Anführungszeichen entfernen → Befehl ausführen.", + "references": ["man 1 bash (Abschnitt QUOTING)"] + }, + { + "id": "103.1-011", + "objective": "103.1", + "type": "multi", + "difficulty": 2, + "question": "Im aktuellen Verzeichnis existiert eine Datei `axb`. Welche Befehle geben trotzdem genau den Text `a*b` aus?", + "options": [ + { "id": "a", "text": "`echo 'a*b'`", "correct": true, "explanation": "In einfachen Anführungszeichen findet kein Globbing statt." }, + { "id": "b", "text": "`echo a\\*b`", "correct": true, "explanation": "Der Backslash maskiert den Stern." }, + { "id": "c", "text": "`echo a*b`", "correct": false, "explanation": "Das Muster passt auf `axb` – ausgegeben wird `axb`." }, + { "id": "d", "text": "`echo $(a*b)`", "correct": false, "explanation": "Befehlsersetzung: Die Shell versucht `axb` als Befehl auszuführen." }, + { "id": "e", "text": "`echo {a*b}`", "correct": false, "explanation": "Ohne Komma keine Klammererweiterung; das Muster `{a*b}` trifft nichts, ausgegeben wird `{a*b}` mit Klammern." } + ], + "explanation": "Auch `echo \"a*b\"` funktioniert: In doppelten Anführungszeichen gibt es kein Globbing.", + "references": ["man 1 bash (Abschnitt Pathname Expansion)"] + }, + { + "id": "103.1-012", + "objective": "103.1", + "type": "single", + "difficulty": 1, + "question": "Mit welcher Tastenkombination durchsucht man in der Bash die History **rückwärts interaktiv**?", + "options": [ + { "id": "a", "text": "Strg+R", "correct": true, "explanation": "reverse-i-search; erneutes Strg+R springt zum nächsten älteren Treffer." }, + { "id": "b", "text": "Strg+C", "correct": false, "explanation": "Bricht den laufenden Befehl bzw. die Eingabe ab (SIGINT)." }, + { "id": "c", "text": "Strg+D", "correct": false, "explanation": "Dateiende (EOF); in einer leeren Zeile beendet es die Shell." }, + { "id": "d", "text": "Strg+Z", "correct": false, "explanation": "Hält den Vordergrundprozess an (SIGTSTP)." }, + { "id": "e", "text": "Strg+L", "correct": false, "explanation": "Leert den Bildschirm." } + ], + "explanation": "Pfeil hoch/runter blättert durch die History, `history` listet sie nummeriert.", + "references": ["man 1 bash (Abschnitt READLINE)"] + }, + { + "id": "103.1-013", + "objective": "103.1", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (nur der Name) gibt den absoluten Pfad des aktuellen Arbeitsverzeichnisses aus?", + "answers": ["pwd"], + "explanation": "print working directory; `pwd -P` löst symbolische Links auf.", + "references": ["help pwd"] + }, + { + "id": "103.2-004", + "objective": "103.2", + "type": "single", + "difficulty": 1, + "question": "Eine Datei enthält die Zeilen `10`, `9` und `100`. Welcher Befehl sortiert sie **numerisch** aufsteigend (9, 10, 100)?", + "options": [ + { "id": "a", "text": "`sort -n zahlen.txt`", "correct": true, "explanation": "`-n` vergleicht den Zahlenwert." }, + { "id": "b", "text": "`sort zahlen.txt`", "correct": false, "explanation": "Lexikalisch: `10`, `100`, `9`." }, + { "id": "c", "text": "`sort -r zahlen.txt`", "correct": false, "explanation": "Lexikalisch absteigend." }, + { "id": "d", "text": "`sort -u zahlen.txt`", "correct": false, "explanation": "Entfernt Duplikate, sortiert aber lexikalisch." }, + { "id": "e", "text": "`sort -k zahlen.txt`", "correct": false, "explanation": "`-k` erwartet eine Feldangabe." } + ], + "explanation": "Kombinierbar: `sort -t: -k3 -n /etc/passwd` sortiert nach UID.", + "references": ["man 1 sort"] + }, + { + "id": "103.2-005", + "objective": "103.2", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (nur der Name) gibt eine Datei in umgekehrter Zeilenreihenfolge aus (letzte Zeile zuerst)?", + "answers": ["tac"], + "explanation": "`tac` ist `cat` rückwärts. Zeichen innerhalb einer Zeile umkehren würde `rev`.", + "references": ["man 1 tac"] + }, + { + "id": "103.2-006", + "objective": "103.2", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl wandelt alle Kleinbuchstaben in `namen.txt` in Großbuchstaben um?", + "options": [ + { "id": "a", "text": "`tr 'a-z' 'A-Z' < namen.txt`", "correct": true, "explanation": "`tr` liest nur von stdin und ersetzt Zeichen der ersten Menge durch die der zweiten." }, + { "id": "b", "text": "`tr 'A-Z' 'a-z' < namen.txt`", "correct": false, "explanation": "Umgekehrte Richtung: Groß- zu Kleinbuchstaben." }, + { "id": "c", "text": "`tr -d 'a-z' < namen.txt`", "correct": false, "explanation": "`-d` löscht die Kleinbuchstaben." }, + { "id": "d", "text": "`tr 'a-z' 'A-Z' namen.txt`", "correct": false, "explanation": "`tr` nimmt keine Dateinamen an; die Datei würde als weitere Zeichenmenge gelesen." }, + { "id": "e", "text": "`cut -c A-Z namen.txt`", "correct": false, "explanation": "`cut -c` erwartet Zeichenpositionen." } + ], + "explanation": "Mit Klassen: `tr '[:lower:]' '[:upper:]'`. `tr -s ' '` fasst Leerzeichen zusammen.", + "references": ["man 1 tr"] + }, + { + "id": "103.2-007", + "objective": "103.2", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu Prüfsummen-Werkzeugen treffen zu?", + "options": [ + { "id": "a", "text": "`sha256sum datei.iso` berechnet die SHA-256-Prüfsumme der Datei.", "correct": true, "explanation": "Ausgabe: Hash und Dateiname." }, + { "id": "b", "text": "`sha256sum -c SHA256SUMS` prüft Dateien gegen eine Liste von Prüfsummen.", "correct": true, "explanation": "Meldet je Datei `OK` oder `FAILED`." }, + { "id": "c", "text": "`md5sum` gilt heute als kryptografisch sicher gegen gezielte Manipulation.", "correct": false, "explanation": "MD5 ist gebrochen; für Integrität gegen Angreifer SHA-256/SHA-512 nutzen." }, + { "id": "d", "text": "`wc -c` berechnet eine Prüfsumme.", "correct": false, "explanation": "`wc -c` zählt Bytes." }, + { "id": "e", "text": "`nl` verschlüsselt eine Datei.", "correct": false, "explanation": "`nl` nummeriert Zeilen." } + ], + "explanation": "Im Objective genannt: `md5sum`, `sha256sum`, `sha512sum`. Weitere Filter: `nl`, `od`, `paste`, `split`, `zcat`, `xzcat`, `bzcat`.", + "references": ["man 1 sha256sum"] + }, + { + "id": "103.3-007", + "objective": "103.3", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl legt `projekt/2026/oktober` an, auch wenn `projekt` und `projekt/2026` noch nicht existieren?", + "options": [ + { "id": "a", "text": "`mkdir -p projekt/2026/oktober`", "correct": true, "explanation": "`-p` (parents) legt fehlende übergeordnete Verzeichnisse mit an und meldet keinen Fehler, wenn sie existieren." }, + { "id": "b", "text": "`mkdir projekt/2026/oktober`", "correct": false, "explanation": "Scheitert, wenn ein übergeordnetes Verzeichnis fehlt." }, + { "id": "c", "text": "`mkdir -r projekt/2026/oktober`", "correct": false, "explanation": "`mkdir` hat keine Option `-r`." }, + { "id": "d", "text": "`touch -d projekt/2026/oktober`", "correct": false, "explanation": "`touch -d` setzt einen Zeitstempel aus einer Datumsangabe." }, + { "id": "e", "text": "`cp -r projekt/2026/oktober`", "correct": false, "explanation": "`cp` kopiert und braucht ein Ziel." } + ], + "explanation": "`mkdir -m 750 dir` setzt die Rechte direkt beim Anlegen.", + "references": ["man 1 mkdir"] + }, + { + "id": "103.3-008", + "objective": "103.3", + "type": "fill", + "difficulty": 2, + "question": "Welcher `find`-Test (Option mit Wert) wählt Dateien aus, deren Inhalt vor **weniger als 2 Tagen** geändert wurde?", + "answers": ["-mtime -2"], + "explanation": "`-mtime n` zählt in 24-Stunden-Einheiten: `-2` weniger als 2, `+2` mehr als 2, `2` genau 2. Minutengenau: `-mmin`.", + "references": ["man 1 find"] + }, + { + "id": "103.3-009", + "objective": "103.3", + "type": "single", + "difficulty": 1, + "question": "Das Verzeichnis `alt` enthält noch Dateien. Welcher Befehl löscht es **samt Inhalt**?", + "options": [ + { "id": "a", "text": "`rm -r alt`", "correct": true, "explanation": "`-r` löscht rekursiv; mit `-f` ohne Rückfragen – vorsichtig verwenden." }, + { "id": "b", "text": "`rmdir alt`", "correct": false, "explanation": "`rmdir` löscht nur leere Verzeichnisse." }, + { "id": "c", "text": "`rm -d alt`", "correct": false, "explanation": "`-d` löscht nur leere Verzeichnisse." }, + { "id": "d", "text": "`unlink alt`", "correct": false, "explanation": "`unlink` entfernt genau eine Datei, keine Verzeichnisse." }, + { "id": "e", "text": "`rmdir -p alt`", "correct": false, "explanation": "Entfernt leere Verzeichnisse samt leerer Elternverzeichnisse." } + ], + "explanation": "`rm -i` fragt vor jedem Löschen nach.", + "references": ["man 1 rm"] + }, + { + "id": "103.3-010", + "objective": "103.3", + "type": "single", + "difficulty": 1, + "question": "Was passiert bei `gzip bericht.txt`?", + "options": [ + { "id": "a", "text": "Es entsteht `bericht.txt.gz`, die Originaldatei wird entfernt.", "correct": true, "explanation": "gzip ersetzt die Datei durch die komprimierte Fassung; `-k` behält das Original." }, + { "id": "b", "text": "Es entsteht `bericht.txt.gz`, die Originaldatei bleibt erhalten.", "correct": false, "explanation": "Nur mit `-k` (keep) oder `-c` und Umleitung." }, + { "id": "c", "text": "Es entsteht ein tar-Archiv `bericht.tar.gz`.", "correct": false, "explanation": "gzip komprimiert einzelne Dateien und erstellt keine Archive." }, + { "id": "d", "text": "Die Datei wird entpackt.", "correct": false, "explanation": "Entpacken: `gunzip` bzw. `gzip -d`." }, + { "id": "e", "text": "Die Datei wird in ein ZIP-Archiv gelegt.", "correct": false, "explanation": "ZIP erstellt `zip`." } + ], + "explanation": "Gleiches Verhalten bei `bzip2` (`.bz2`) und `xz` (`.xz`). Lesen ohne Entpacken: `zcat`, `bzcat`, `xzcat`.", + "references": ["man 1 gzip"] + }, + { + "id": "103.3-011", + "objective": "103.3", + "type": "single", + "difficulty": 2, + "question": "Wie erstellt man mit `cpio` ein Archiv aller `.conf`-Dateien unterhalb des aktuellen Verzeichnisses?", + "options": [ + { "id": "a", "text": "`find . -name '*.conf' | cpio -o > conf.cpio`", "correct": true, "explanation": "cpio liest die Dateiliste von stdin; `-o` (copy-out) schreibt das Archiv auf stdout." }, + { "id": "b", "text": "`cpio -o *.conf conf.cpio`", "correct": false, "explanation": "cpio nimmt Dateinamen nicht als Argumente, sondern von stdin." }, + { "id": "c", "text": "`find . -name '*.conf' | cpio -i > conf.cpio`", "correct": false, "explanation": "`-i` (copy-in) liest ein Archiv und entpackt." }, + { "id": "d", "text": "`cpio -c conf.cpio .`", "correct": false, "explanation": "Keine gültige Erstellung eines Archivs." }, + { "id": "e", "text": "`tar -cpio conf.cpio *.conf`", "correct": false, "explanation": "Vermischt Optionen von tar und cpio." } + ], + "explanation": "Entpacken: `cpio -idv < conf.cpio`. cpio ist u. a. das Format der initramfs.", + "references": ["man 1 cpio"] + }, + { + "id": "103.3-012", + "objective": "103.3", + "type": "multi", + "difficulty": 1, + "question": "Welche Aussagen zu `touch` treffen zu?", + "options": [ + { "id": "a", "text": "`touch neu.txt` legt eine leere Datei an, wenn sie noch nicht existiert.", "correct": true, "explanation": "Gängiger Weg, eine leere Datei zu erzeugen." }, + { "id": "b", "text": "Bei einer bestehenden Datei aktualisiert `touch` die Zeitstempel.", "correct": true, "explanation": "Zugriffs- und Änderungszeit werden auf jetzt gesetzt (`-a`/`-m` einzeln)." }, + { "id": "c", "text": "`touch` leert den Inhalt einer bestehenden Datei.", "correct": false, "explanation": "Der Inhalt bleibt unverändert; leeren z. B. mit `> datei` oder `truncate -s 0`." }, + { "id": "d", "text": "`touch` legt Verzeichnisse an.", "correct": false, "explanation": "Verzeichnisse legt `mkdir` an." }, + { "id": "e", "text": "`touch` darf nur root verwenden.", "correct": false, "explanation": "Jeder Benutzer mit Schreibrecht im Verzeichnis darf das." } + ], + "explanation": "`touch -d '2026-10-01 12:00' datei` setzt einen bestimmten Zeitstempel.", + "references": ["man 1 touch"] + }, + { + "id": "103.3-013", + "objective": "103.3", + "type": "single", + "difficulty": 1, + "question": "Alle `.log`-Dateien sollen nach `archiv/` verschoben werden; vor dem Überschreiben vorhandener Dateien soll nachgefragt werden. Welcher Befehl leistet das?", + "options": [ + { "id": "a", "text": "`mv -i *.log archiv/`", "correct": true, "explanation": "`-i` (interactive) fragt vor dem Überschreiben." }, + { "id": "b", "text": "`mv -f *.log archiv/`", "correct": false, "explanation": "`-f` überschreibt ohne Nachfrage." }, + { "id": "c", "text": "`mv -n *.log archiv/`", "correct": false, "explanation": "`-n` überschreibt nie und fragt auch nicht." }, + { "id": "d", "text": "`cp -i *.log archiv/`", "correct": false, "explanation": "Kopiert nur, die Originale bleiben." }, + { "id": "e", "text": "`mv -u *.log archiv/`", "correct": false, "explanation": "`-u` verschiebt nur, wenn die Quelle neuer ist – ohne Nachfrage." } + ], + "explanation": "Auf demselben Dateisystem benennt `mv` nur um (schnell); über Dateisystemgrenzen wird kopiert und gelöscht.", + "references": ["man 1 mv"] + }, + { + "id": "103.4-007", + "objective": "103.4", + "type": "single", + "difficulty": 1, + "question": "Wie nennt man die Konstruktion `cat << ENDE` gefolgt von mehreren Zeilen und einer abschließenden Zeile `ENDE`?", + "options": [ + { "id": "a", "text": "Here-Document", "correct": true, "explanation": "Die Zeilen bis zur Endmarke werden dem Befehl als stdin übergeben." }, + { "id": "b", "text": "Here-String", "correct": false, "explanation": "Here-String ist `<<< \"text\"` – eine einzelne Zeichenkette." }, + { "id": "c", "text": "Pipe", "correct": false, "explanation": "Eine Pipe verbindet stdout und stdin zweier Befehle." }, + { "id": "d", "text": "Prozessersetzung", "correct": false, "explanation": "Prozessersetzung ist `<(befehl)`." }, + { "id": "e", "text": "Befehlsersetzung", "correct": false, "explanation": "Befehlsersetzung ist `$(befehl)`." } + ], + "explanation": "Mit `<< 'ENDE'` (Endmarke in Anführungszeichen) werden Variablen im Text nicht ersetzt; `<<-` entfernt führende Tabulatoren.", + "references": ["man 1 bash (Abschnitt Here Documents)"] + }, + { + "id": "103.4-008", + "objective": "103.4", + "type": "fill", + "difficulty": 2, + "question": "Welcher Operator übergibt in der Bash eine einzelne Zeichenkette als Standardeingabe, z. B. `bc ___ \"2+3\"`? (nur der Operator)", + "answers": ["<<<"], + "explanation": "Here-String: `bc <<< \"2+3\"` gibt `5` aus. Gleichwertig: `echo \"2+3\" | bc`.", + "references": ["man 1 bash (Abschnitt Here Strings)"] + }, + { + "id": "103.4-009", + "objective": "103.4", + "type": "single", + "difficulty": 1, + "question": "Was bewirkt in der Bash `befehl &> ausgabe.txt`?", + "options": [ + { "id": "a", "text": "Standardausgabe und Fehlerausgabe werden in `ausgabe.txt` geschrieben.", "correct": true, "explanation": "Kurzform für `> ausgabe.txt 2>&1`." }, + { "id": "b", "text": "Der Befehl läuft im Hintergrund und schreibt nur stdout in die Datei.", "correct": false, "explanation": "`&>` ist eine Umleitung, kein Hintergrundstart." }, + { "id": "c", "text": "Nur die Fehlerausgabe wird umgeleitet.", "correct": false, "explanation": "Das wäre `2>`." }, + { "id": "d", "text": "Die Ausgabe wird an die Datei angehängt.", "correct": false, "explanation": "`&>` überschreibt; anhängen: `&>>`." }, + { "id": "e", "text": "Die Datei wird als Eingabe gelesen.", "correct": false, "explanation": "Eingabe wäre `<`." } + ], + "explanation": "`&>` ist Bash-spezifisch; in POSIX-sh schreibt man `> datei 2>&1`.", + "references": ["man 1 bash (Abschnitt REDIRECTION)"] + }, + { + "id": "103.4-010", + "objective": "103.4", + "type": "single", + "difficulty": 1, + "question": "Die Ausgabe soll auf dem Bildschirm erscheinen und an `log.txt` **angehängt** werden. Welche Zeile ist richtig?", + "options": [ + { "id": "a", "text": "`befehl | tee -a log.txt`", "correct": true, "explanation": "`-a` (append) hängt an, statt zu überschreiben." }, + { "id": "b", "text": "`befehl | tee log.txt`", "correct": false, "explanation": "Überschreibt `log.txt`." }, + { "id": "c", "text": "`befehl | tee >> log.txt`", "correct": false, "explanation": "`tee` ohne Datei gibt nur auf stdout aus, und das landet per `>>` in der Datei – auf dem Bildschirm erscheint nichts." }, + { "id": "d", "text": "`befehl >> log.txt | tee`", "correct": false, "explanation": "stdout geht vollständig in die Datei; `tee` erhält nichts." }, + { "id": "e", "text": "`befehl 2>> log.txt`", "correct": false, "explanation": "Hängt nur die Fehlerausgabe an." } + ], + "explanation": "Mehrere Ziele gleichzeitig: `befehl | tee a.txt b.txt`.", + "references": ["man 1 tee"] + }, + { + "id": "103.4-011", + "objective": "103.4", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu `xargs` treffen zu?", + "options": [ + { "id": "a", "text": "Mit `-n 1` wird der Befehl für jedes Argument einzeln aufgerufen.", "correct": true, "explanation": "`-n` begrenzt die Argumente pro Aufruf." }, + { "id": "b", "text": "Mit `-0` liest xargs durch NUL-Zeichen getrennte Namen, passend zu `find -print0`.", "correct": true, "explanation": "So funktionieren auch Namen mit Leerzeichen oder Zeilenumbrüchen." }, + { "id": "c", "text": "xargs liest die Argumente aus einer als Parameter angegebenen Datei, nie von stdin.", "correct": false, "explanation": "Standard ist stdin; eine Datei nur mit `-a`." }, + { "id": "d", "text": "xargs ruft den Befehl immer genau einmal pro Eingabezeile auf.", "correct": false, "explanation": "Standardmäßig bündelt xargs möglichst viele Argumente in einem Aufruf." }, + { "id": "e", "text": "Mit `-I {}` werden alle geschweiften Klammern aus der Eingabe gelöscht.", "correct": false, "explanation": "`-I {}` legt einen Platzhalter fest, der durch jedes Eingabeelement ersetzt wird." } + ], + "explanation": "Beispiel mit Platzhalter: `ls *.txt | xargs -I {} cp {} /sicherung/`.", + "references": ["man 1 xargs"] + }, + { + "id": "103.4-012", + "objective": "103.4", + "type": "single", + "difficulty": 2, + "question": "Wie leitet man Standardausgabe **und** Fehlerausgabe eines Befehls gemeinsam an `less` weiter?", + "options": [ + { "id": "a", "text": "`befehl 2>&1 | less`", "correct": true, "explanation": "stderr wird vor der Pipe auf stdout gelegt; beides fließt in die Pipe." }, + { "id": "b", "text": "`befehl | less 2>&1`", "correct": false, "explanation": "Die Umleitung gilt hier für `less`, nicht für `befehl`." }, + { "id": "c", "text": "`befehl 2> | less`", "correct": false, "explanation": "Syntaxfehler: `2>` braucht ein Ziel." }, + { "id": "d", "text": "`befehl > less 2>&1`", "correct": false, "explanation": "Schreibt in eine **Datei** namens `less`." }, + { "id": "e", "text": "`befehl & less`", "correct": false, "explanation": "Startet `befehl` im Hintergrund und danach `less` ohne Eingabe." } + ], + "explanation": "Bash-Kurzform: `befehl |& less`.", + "references": ["man 1 bash (Abschnitt Pipelines)"] + }, + { + "id": "103.4-013", + "objective": "103.4", + "type": "single", + "difficulty": 1, + "question": "Was liefert `cat /dev/null`?", + "options": [ + { "id": "a", "text": "Nichts – Lesen ergibt sofort Dateiende.", "correct": true, "explanation": "`/dev/null` verwirft Geschriebenes und liefert beim Lesen nichts." }, + { "id": "b", "text": "Endlos Nullbytes", "correct": false, "explanation": "Das liefert `/dev/zero`." }, + { "id": "c", "text": "Zufallsdaten", "correct": false, "explanation": "Das liefern `/dev/random` und `/dev/urandom`." }, + { "id": "d", "text": "Den Inhalt der zuletzt verworfenen Ausgaben", "correct": false, "explanation": "Verworfenes wird nicht gespeichert." }, + { "id": "e", "text": "Eine Fehlermeldung „Permission denied“", "correct": false, "explanation": "`/dev/null` ist für alle les- und schreibbar." } + ], + "explanation": "Praktisch: `cat /dev/null > datei` leert eine Datei, ohne sie zu löschen.", + "references": ["man 4 null"] + }, + { + "id": "103.5-007", + "objective": "103.5", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl zeigt **alle** Prozesse aller Benutzer mit Benutzer, CPU- und Speicheranteil an?", + "options": [ + { "id": "a", "text": "`ps aux`", "correct": true, "explanation": "BSD-Syntax: `a` alle mit Terminal, `u` benutzerorientiert, `x` auch ohne Terminal." }, + { "id": "b", "text": "`ps`", "correct": false, "explanation": "Ohne Optionen nur die Prozesse des aktuellen Terminals." }, + { "id": "c", "text": "`jobs`", "correct": false, "explanation": "Zeigt nur Jobs der aktuellen Shell." }, + { "id": "d", "text": "`pstree`", "correct": false, "explanation": "Zeigt die Prozesshierarchie ohne CPU- und Speicherwerte." }, + { "id": "e", "text": "`free`", "correct": false, "explanation": "Zeigt nur die Speicherbelegung insgesamt." } + ], + "explanation": "Gleichwertig in System-V-Syntax: `ps -ef` (ohne %CPU/%MEM). Fortlaufend: `top` bzw. `htop`.", + "references": ["man 1 ps"] + }, + { + "id": "103.5-008", + "objective": "103.5", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (nur der Name) stellt laufende Prozesse als Baum ihrer Eltern-Kind-Beziehungen dar?", + "answers": ["pstree"], + "explanation": "`pstree -p` zeigt zusätzlich die PIDs. Auch `ps -ef --forest` zeigt eine Baumansicht.", + "references": ["man 1 pstree"] + }, + { + "id": "103.5-009", + "objective": "103.5", + "type": "single", + "difficulty": 1, + "question": "Welches Signal veranlasst viele Daemons, ihre **Konfiguration neu einzulesen**, ohne sich zu beenden?", + "options": [ + { "id": "a", "text": "SIGHUP (1)", "correct": true, "explanation": "Ursprünglich „Terminal aufgelegt“; Daemons ohne Terminal nutzen es als Reload-Signal." }, + { "id": "b", "text": "SIGKILL (9)", "correct": false, "explanation": "Beendet den Prozess sofort." }, + { "id": "c", "text": "SIGSTOP (19)", "correct": false, "explanation": "Hält den Prozess an." }, + { "id": "d", "text": "SIGCONT (18)", "correct": false, "explanation": "Setzt einen angehaltenen Prozess fort." }, + { "id": "e", "text": "SIGINT (2)", "correct": false, "explanation": "Unterbrechung, wie Strg+C – Programme beenden sich meist." } + ], + "explanation": "Beispiel: `kill -HUP $(pidof rsyslogd)`. Bei systemd entsprechend `systemctl reload`.", + "references": ["man 7 signal"] + }, + { + "id": "103.5-010", + "objective": "103.5", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl sendet SIGTERM an **alle** Prozesse mit dem Namen `httpd`?", + "options": [ + { "id": "a", "text": "`killall httpd`", "correct": true, "explanation": "`killall` wählt Prozesse nach Namen; ebenso `pkill httpd`." }, + { "id": "b", "text": "`kill httpd`", "correct": false, "explanation": "`kill` erwartet PIDs oder Jobspezifikationen." }, + { "id": "c", "text": "`pidof -k httpd`", "correct": false, "explanation": "`pidof` gibt nur PIDs aus." }, + { "id": "d", "text": "`pgrep -k httpd`", "correct": false, "explanation": "`pgrep` sucht nur; senden würde `pkill`." }, + { "id": "e", "text": "`top -k httpd`", "correct": false, "explanation": "`top` hat keine solche Option; im Programm beendet man mit der Taste `k`." } + ], + "explanation": "Anderes Signal: `killall -HUP httpd` bzw. `pkill -HUP httpd`.", + "references": ["man 1 killall", "man 1 pkill"] + }, + { + "id": "103.5-011", + "objective": "103.5", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zur Bedienung von `top` treffen zu?", + "options": [ + { "id": "a", "text": "Mit der Taste `k` sendet man einem Prozess ein Signal.", "correct": true, "explanation": "top fragt nach PID und Signal (Standard SIGTERM)." }, + { "id": "b", "text": "Mit der Taste `q` beendet man top.", "correct": true, "explanation": "quit." }, + { "id": "c", "text": "Mit der Taste `r` startet man das System neu.", "correct": false, "explanation": "`r` ändert den Nice-Wert eines Prozesses (renice)." }, + { "id": "d", "text": "Mit `M` sortiert top nach PID.", "correct": false, "explanation": "`M` sortiert nach Speicherverbrauch, `P` nach CPU." }, + { "id": "e", "text": "Mit `h` wird top im Hintergrund versteckt.", "correct": false, "explanation": "`h` zeigt die Hilfe." } + ], + "explanation": "Nicht interaktiv, z. B. für Skripte: `top -b -n 1`.", + "references": ["man 1 top"] + }, + { + "id": "103.5-012", + "objective": "103.5", + "type": "single", + "difficulty": 2, + "question": "Wie trennt man sich in **GNU screen** von der laufenden Sitzung, ohne sie zu beenden?", + "options": [ + { "id": "a", "text": "Strg+A, dann D", "correct": true, "explanation": "detach; wieder verbinden mit `screen -r`." }, + { "id": "b", "text": "Strg+B, dann D", "correct": false, "explanation": "Das ist die Standard-Tastenfolge von **tmux** (wieder verbinden: `tmux attach`)." }, + { "id": "c", "text": "Strg+D", "correct": false, "explanation": "Beendet die Shell im Fenster." }, + { "id": "d", "text": "Strg+Z", "correct": false, "explanation": "Hält den Vordergrundprozess an." }, + { "id": "e", "text": "Strg+C", "correct": false, "explanation": "Unterbricht den laufenden Befehl." } + ], + "explanation": "Laufende Sitzungen auflisten: `screen -ls` bzw. `tmux ls`.", + "references": ["man 1 screen", "man 1 tmux"] + }, + { + "id": "103.5-013", + "objective": "103.5", + "type": "single", + "difficulty": 1, + "question": "Was bewirkt `watch -n 5 df -h`?", + "options": [ + { "id": "a", "text": "`df -h` wird alle 5 Sekunden ausgeführt und die Ausgabe im Vollbild aktualisiert.", "correct": true, "explanation": "`-n` legt das Intervall fest (Standard 2 Sekunden); `-d` hebt Änderungen hervor." }, + { "id": "b", "text": "`df -h` läuft fünfmal und beendet sich dann.", "correct": false, "explanation": "`watch` läuft, bis man es mit Strg+C beendet." }, + { "id": "c", "text": "`df -h` startet in 5 Sekunden einmalig.", "correct": false, "explanation": "Einmalig verzögert wäre `sleep 5; df -h`." }, + { "id": "d", "text": "Es überwacht 5 Dateisysteme und alarmiert bei Fehlern.", "correct": false, "explanation": "`watch` alarmiert nicht von selbst." }, + { "id": "e", "text": "Es setzt den Nice-Wert von df auf 5.", "correct": false, "explanation": "Das wäre `nice -n 5 df -h`." } + ], + "explanation": "Im Objective 103.5 genannt: `watch`, `screen`, `tmux`, `nohup`, `ps`, `top`, `free`, `uptime`, `pgrep`, `pkill`, `killall`.", + "references": ["man 1 watch"] + }, + { + "id": "103.6-004", + "objective": "103.6", + "type": "fill", + "difficulty": 1, + "question": "Geben Sie den Befehl ein, der `./backup.sh` mit dem Nice-Wert 15 startet.", + "answers": ["nice -n 15 ./backup.sh", "nice -15 ./backup.sh", "nice --adjustment=15 ./backup.sh", "nice -n 15 backup.sh", "nice -15 backup.sh"], + "explanation": "Achtung: Bei `nice -15` ist der Bindestrich die Option, nicht das Vorzeichen; negativ wäre `nice --15` bzw. `nice -n -15`.", + "references": ["man 1 nice"] + }, + { + "id": "103.6-005", + "objective": "103.6", + "type": "single", + "difficulty": 1, + "question": "In welcher Spalte zeigt `top` den Nice-Wert eines Prozesses?", + "options": [ + { "id": "a", "text": "NI", "correct": true, "explanation": "NI = nice value (−20 bis 19)." }, + { "id": "b", "text": "PR", "correct": false, "explanation": "PR ist die vom Kernel verwendete Priorität (meist 20 + NI)." }, + { "id": "c", "text": "S", "correct": false, "explanation": "S ist der Prozesszustand (R, S, D, Z, T)." }, + { "id": "d", "text": "RES", "correct": false, "explanation": "Belegter physischer Speicher." }, + { "id": "e", "text": "VIRT", "correct": false, "explanation": "Virtueller Speicher." } + ], + "explanation": "In `ps -l` heißen die Spalten ebenfalls `PRI` und `NI`.", + "references": ["man 1 top"] + }, + { + "id": "103.6-006", + "objective": "103.6", + "type": "single", + "difficulty": 1, + "question": "Welchen Nice-Wert erhält ein Programm, das mit `nice ./job.sh` (ohne weitere Optionen) gestartet wird?", + "options": [ + { "id": "a", "text": "10", "correct": true, "explanation": "Ohne Angabe erhöht `nice` den Wert um 10 (ausgehend von 0)." }, + { "id": "b", "text": "0", "correct": false, "explanation": "0 ist der Standard ohne `nice`." }, + { "id": "c", "text": "19", "correct": false, "explanation": "19 ist der niedrigste mögliche Vorrang, aber nicht der Standard von `nice`." }, + { "id": "d", "text": "−10", "correct": false, "explanation": "Negative Werte nur mit Root-Rechten und ausdrücklicher Angabe." }, + { "id": "e", "text": "1", "correct": false, "explanation": "Die Standarderhöhung ist 10." } + ], + "explanation": "`nice` ohne Befehl gibt den aktuellen Nice-Wert der Shell aus.", + "references": ["man 1 nice"] + }, + { + "id": "103.6-007", + "objective": "103.6", + "type": "single", + "difficulty": 2, + "question": "Wie setzt root den Nice-Wert **aller** laufenden Prozesse der Benutzerin `anna` auf 5?", + "options": [ + { "id": "a", "text": "`renice -n 5 -u anna`", "correct": true, "explanation": "`-u` wählt alle Prozesse eines Benutzers." }, + { "id": "b", "text": "`nice -n 5 -u anna`", "correct": false, "explanation": "`nice` startet neue Befehle und kennt kein `-u`." }, + { "id": "c", "text": "`renice -n 5 -p anna`", "correct": false, "explanation": "`-p` erwartet PIDs." }, + { "id": "d", "text": "`usermod -n 5 anna`", "correct": false, "explanation": "`usermod` hat keine Nice-Option." }, + { "id": "e", "text": "`ulimit -e 5 anna`", "correct": false, "explanation": "`ulimit -e` setzt eine Obergrenze der Priorität für die eigene Shell, nicht für fremde Prozesse." } + ], + "explanation": "Mit `-g` wählt `renice` eine Prozessgruppe.", + "references": ["man 1 renice"] + }, + { + "id": "103.7-005", + "objective": "103.7", + "type": "single", + "difficulty": 1, + "question": "Welche grep-Option ignoriert die Groß- und Kleinschreibung?", + "options": [ + { "id": "a", "text": "`-i`", "correct": true, "explanation": "`--ignore-case`." }, + { "id": "b", "text": "`-w`", "correct": false, "explanation": "Trifft nur ganze Wörter." }, + { "id": "c", "text": "`-x`", "correct": false, "explanation": "Trifft nur ganze Zeilen." }, + { "id": "d", "text": "`-c`", "correct": false, "explanation": "Zählt passende Zeilen." }, + { "id": "e", "text": "`-h`", "correct": false, "explanation": "Unterdrückt Dateinamen in der Ausgabe." } + ], + "explanation": "Kombinierbar, z. B. `grep -iw error /var/log/syslog`.", + "references": ["man 1 grep"] + }, + { + "id": "103.7-006", + "objective": "103.7", + "type": "fill", + "difficulty": 1, + "question": "Welche grep-Option (nur die Option) durchsucht Verzeichnisse **rekursiv**?", + "answers": ["-r", "-R", "--recursive", "--dereference-recursive"], + "explanation": "`-r` folgt symbolischen Links nur auf der Befehlszeile, `-R` allen. Beispiel: `grep -rn PermitRootLogin /etc/ssh/`.", + "references": ["man 1 grep"] + }, + { + "id": "103.7-007", + "objective": "103.7", + "type": "single", + "difficulty": 2, + "question": "Welcher erweiterte reguläre Ausdruck (`grep -E`) passt sowohl auf `color` als auch auf `colour`?", + "options": [ + { "id": "a", "text": "`colou?r`", "correct": true, "explanation": "`?` bedeutet: vorheriges Zeichen null- oder einmal." }, + { "id": "b", "text": "`colo.r`", "correct": false, "explanation": "`.` verlangt genau ein Zeichen zwischen `colo` und `r` – passt auf `colour`, nicht auf `color`." }, + { "id": "c", "text": "`colo[u]r`", "correct": false, "explanation": "Die Klammer verlangt genau ein `u`." }, + { "id": "d", "text": "`colo(u)+r`", "correct": false, "explanation": "`+` verlangt mindestens ein `u`." }, + { "id": "e", "text": "`^colour$`", "correct": false, "explanation": "Passt nur auf Zeilen, die genau `colour` lauten." } + ], + "explanation": "In Basic RE schreibt man unter GNU grep `colou\\?r`.", + "references": ["man 7 regex"] + }, + { + "id": "103.7-008", + "objective": "103.7", + "type": "single", + "difficulty": 1, + "question": "Welche sed-Option ändert die Datei **direkt** (in place), statt das Ergebnis auf stdout auszugeben?", + "options": [ + { "id": "a", "text": "`-i`", "correct": true, "explanation": "`-i.bak` legt zusätzlich eine Sicherung an." }, + { "id": "b", "text": "`-n`", "correct": false, "explanation": "Unterdrückt die automatische Ausgabe (zusammen mit `p`)." }, + { "id": "c", "text": "`-e`", "correct": false, "explanation": "Leitet ein sed-Skript ein (mehrere `-e` möglich)." }, + { "id": "d", "text": "`-E`", "correct": false, "explanation": "Aktiviert erweiterte reguläre Ausdrücke." }, + { "id": "e", "text": "`-s`", "correct": false, "explanation": "Behandelt mehrere Dateien getrennt." } + ], + "explanation": "Vor `sed -i` an wichtigen Dateien das Ergebnis ohne `-i` prüfen.", + "references": ["man 1 sed"] + }, + { + "id": "103.7-009", + "objective": "103.7", + "type": "single", + "difficulty": 1, + "question": "Was gibt `sed '/^#/d' app.conf` aus?", + "options": [ + { "id": "a", "text": "Den Inhalt von `app.conf` ohne die Zeilen, die mit `#` beginnen", "correct": true, "explanation": "`/muster/d` löscht passende Zeilen aus der Ausgabe; die Datei bleibt unverändert." }, + { "id": "b", "text": "Nur die Zeilen, die mit `#` beginnen", "correct": false, "explanation": "Das wäre `sed -n '/^#/p'`." }, + { "id": "c", "text": "Nichts – die Datei wird gelöscht", "correct": false, "explanation": "`d` löscht Zeilen aus dem Datenstrom, keine Dateien." }, + { "id": "d", "text": "Den Inhalt, wobei jedes `#` durch `d` ersetzt wird", "correct": false, "explanation": "Ersetzen wäre `s/#/d/`." }, + { "id": "e", "text": "Nur die erste Zeile", "correct": false, "explanation": "Das wäre `sed -n 1p` bzw. `sed q`." } + ], + "explanation": "Mit Leerzeilen zusammen: `sed -e '/^#/d' -e '/^$/d' app.conf`.", + "references": ["man 1 sed"] + }, + { + "id": "103.7-010", + "objective": "103.7", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu grep und seinen Varianten treffen zu?", + "options": [ + { "id": "a", "text": "`grep -c muster datei` gibt die Anzahl passender Zeilen aus.", "correct": true, "explanation": "Pro Datei eine Zahl." }, + { "id": "b", "text": "`grep -l muster *.conf` gibt nur die Namen der Dateien mit Treffern aus.", "correct": true, "explanation": "`-L` gibt umgekehrt die Dateien ohne Treffer aus." }, + { "id": "c", "text": "`egrep` entspricht `grep -F`.", "correct": false, "explanation": "`egrep` entspricht `grep -E`; `fgrep` entspricht `grep -F`." }, + { "id": "d", "text": "`fgrep` wertet reguläre Ausdrücke aus.", "correct": false, "explanation": "`fgrep` sucht feste Zeichenketten ohne Sonderbedeutung." }, + { "id": "e", "text": "`grep -o` gibt immer die ganze passende Zeile aus.", "correct": false, "explanation": "`-o` gibt nur den passenden Teil aus." } + ], + "explanation": "`egrep` und `fgrep` gelten als veraltet; besser `grep -E` und `grep -F`.", + "references": ["man 1 grep"] + }, + { + "id": "103.8-005", + "objective": "103.8", + "type": "single", + "difficulty": 1, + "question": "Welche Taste macht in vi im Befehlsmodus die letzte Änderung **rückgängig**?", + "options": [ + { "id": "a", "text": "`u`", "correct": true, "explanation": "undo; in vim wiederholt Strg+R das Rückgängiggemachte." }, + { "id": "b", "text": "`x`", "correct": false, "explanation": "Löscht das Zeichen unter dem Cursor." }, + { "id": "c", "text": "`p`", "correct": false, "explanation": "Fügt den Pufferinhalt ein." }, + { "id": "d", "text": "`r`", "correct": false, "explanation": "Ersetzt ein einzelnes Zeichen." }, + { "id": "e", "text": "`.`", "correct": false, "explanation": "Wiederholt die letzte Änderung." } + ], + "explanation": "`U` macht alle Änderungen in der aktuellen Zeile rückgängig.", + "references": [":help undo"] + }, + { + "id": "103.8-006", + "objective": "103.8", + "type": "fill", + "difficulty": 1, + "question": "Welche Tastenfolge kopiert in vi im Befehlsmodus die **aktuelle Zeile** in den Puffer (yank)?", + "answers": ["yy", "Y"], + "explanation": "Mit `p` fügt man sie unterhalb, mit `P` oberhalb ein. `3yy` kopiert drei Zeilen.", + "references": [":help yy"] + }, + { + "id": "103.8-007", + "objective": "103.8", + "type": "single", + "difficulty": 2, + "question": "Welcher Ex-Befehl ersetzt in vi **in der ganzen Datei** jedes Vorkommen von `alt` durch `neu`?", + "options": [ + { "id": "a", "text": "`:%s/alt/neu/g`", "correct": true, "explanation": "`%` = alle Zeilen, `g` = alle Vorkommen je Zeile." }, + { "id": "b", "text": "`:s/alt/neu/`", "correct": false, "explanation": "Nur das erste Vorkommen in der aktuellen Zeile." }, + { "id": "c", "text": "`:%s/alt/neu/`", "correct": false, "explanation": "Ohne `g` nur das erste Vorkommen je Zeile." }, + { "id": "d", "text": "`/alt/neu`", "correct": false, "explanation": "Eine Suche nach dem Muster `alt/neu`." }, + { "id": "e", "text": "`:g/alt/`", "correct": false, "explanation": "Führt einen Befehl (Standard: ausgeben) für alle passenden Zeilen aus, ersetzt nichts." } + ], + "explanation": "Mit Rückfrage je Treffer: `:%s/alt/neu/gc`.", + "references": [":help :substitute"] + }, + { + "id": "103.8-008", + "objective": "103.8", + "type": "single", + "difficulty": 1, + "question": "Wie springt man in vi zur Zeile 42?", + "options": [ + { "id": "a", "text": "`:42`", "correct": true, "explanation": "Ex-Befehl mit Zeilennummer; gleichwertig im Befehlsmodus `42G`." }, + { "id": "b", "text": "`42dd`", "correct": false, "explanation": "Löscht 42 Zeilen ab der aktuellen." }, + { "id": "c", "text": "`/42`", "correct": false, "explanation": "Sucht nach dem Text „42“." }, + { "id": "d", "text": "`42yy`", "correct": false, "explanation": "Kopiert 42 Zeilen." }, + { "id": "e", "text": "`G42`", "correct": false, "explanation": "`G` springt ans Dateiende; `42` wäre dann der Beginn eines neuen Befehls." } + ], + "explanation": "`gg` springt an den Anfang, `G` ans Ende. Zeilennummern anzeigen: `:set number`.", + "references": [":help G"] + }, + { + "id": "103.8-009", + "objective": "103.8", + "type": "multi", + "difficulty": 1, + "question": "Welche Aussagen zu Texteditoren unter Linux treffen zu?", + "options": [ + { "id": "a", "text": "Die Variablen `EDITOR` bzw. `VISUAL` bestimmen den Editor für Programme wie `crontab -e` oder `visudo`.", "correct": true, "explanation": "z. B. `export EDITOR=vim` in `~/.bashrc`." }, + { "id": "b", "text": "In vi wechselt man mit der Esc-Taste in den Befehlsmodus.", "correct": true, "explanation": "Aus dem Einfüge- oder Ersetzungsmodus." }, + { "id": "c", "text": "`:q` beendet vi auch dann, wenn ungesicherte Änderungen vorliegen.", "correct": false, "explanation": "vi verweigert das; erzwingen mit `:q!`." }, + { "id": "d", "text": "`ZZ` verwirft alle Änderungen.", "correct": false, "explanation": "`ZZ` speichert (falls geändert) und beendet." }, + { "id": "e", "text": "`vi -R datei` öffnet die Datei mit Root-Rechten.", "correct": false, "explanation": "`-R` öffnet schreibgeschützt (read-only)." } + ], + "explanation": "Im Objective genannt: vi mit `/`, `?`, `h j k l`, `i o a`, `d p y dd yy`, `ZZ :w! :q!`, sowie nano und emacs als Alternativen.", + "references": [":help ZZ"] + } + ] +} diff --git a/simulator/data/lpic1_101/questions_104_set2.json b/simulator/data/lpic1_101/questions_104_set2.json new file mode 100644 index 0000000..9b43595 --- /dev/null +++ b/simulator/data/lpic1_101/questions_104_set2.json @@ -0,0 +1,379 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_104_set2.json", + "brief": "Zweiter Fragensatz zu Topic 104 Geräte, Linux-Dateisysteme, FHS (LPIC-1 101-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-101", + "questions": [ + { + "id": "104.1-004", + "objective": "104.1", + "type": "single", + "difficulty": 2, + "question": "Auf `/dev/sdb2` soll ein XFS-Dateisystem mit der Bezeichnung (Label) `daten` angelegt werden. Welcher Befehl ist korrekt?", + "options": [ + { "id": "a", "text": "`mkfs.xfs -L daten /dev/sdb2`", "correct": true, "explanation": "`-L` setzt das Label beim Anlegen (max. 12 Zeichen bei XFS)." }, + { "id": "b", "text": "`mke2fs -t xfs -L daten /dev/sdb2`", "correct": false, "explanation": "`mke2fs` legt nur ext2/3/4 an." }, + { "id": "c", "text": "`xfs_admin -L daten /dev/sdb2`", "correct": false, "explanation": "Ändert das Label eines **bestehenden** XFS; angelegt wird nichts." }, + { "id": "d", "text": "`mkfs -t xfs -l daten /dev/sdb2`", "correct": false, "explanation": "Kleines `-l` steht bei mkfs.xfs für Log-Optionen." }, + { "id": "e", "text": "`mount -t xfs -L daten /dev/sdb2`", "correct": false, "explanation": "`mount` legt keine Dateisysteme an." } + ], + "explanation": "Labels lassen sich in fstab mit `LABEL=daten` nutzen. ext4: `e2label` bzw. `tune2fs -L`.", + "references": ["man 8 mkfs.xfs"] + }, + { + "id": "104.1-005", + "objective": "104.1", + "type": "fill", + "difficulty": 1, + "question": "Mit welchem Befehl (mit Argument) aktiviert man den bereits initialisierten Swap-Bereich `/dev/sdc2`?", + "answers": ["swapon /dev/sdc2"], + "explanation": "Deaktivieren: `swapoff /dev/sdc2`; aktive Bereiche: `swapon --show`.", + "references": ["man 8 swapon"] + }, + { + "id": "104.1-006", + "objective": "104.1", + "type": "single", + "difficulty": 2, + "question": "Ein USB-Stick soll unter Windows, macOS und Linux nutzbar sein und Dateien **größer als 4 GiB** speichern. Welches Dateisystem passt?", + "options": [ + { "id": "a", "text": "exFAT", "correct": true, "explanation": "Breit unterstützt und ohne 4-GiB-Grenze je Datei." }, + { "id": "b", "text": "VFAT (FAT32)", "correct": false, "explanation": "Breit unterstützt, aber Dateien sind auf knapp 4 GiB begrenzt." }, + { "id": "c", "text": "ext4", "correct": false, "explanation": "Windows und macOS lesen ext4 ohne Zusatzsoftware nicht." }, + { "id": "d", "text": "XFS", "correct": false, "explanation": "Nur unter Linux nativ nutzbar." }, + { "id": "e", "text": "Btrfs", "correct": false, "explanation": "Nur unter Linux nativ nutzbar." } + ], + "explanation": "Anlegen: `mkfs.exfat` bzw. `mkfs.vfat`. Im Objective genannt: ext2/3/4, XFS, VFAT, exFAT, Btrfs (Grundlagen).", + "references": ["man 8 mkfs.exfat"] + }, + { + "id": "104.1-007", + "objective": "104.1", + "type": "multi", + "difficulty": 2, + "question": "Welche Merkmale bietet **Btrfs**?", + "options": [ + { "id": "a", "text": "Subvolumes", "correct": true, "explanation": "Eigenständig einhängbare Teilbäume innerhalb eines Dateisystems." }, + { "id": "b", "text": "Snapshots", "correct": true, "explanation": "Platzsparende Momentaufnahmen per Copy-on-Write." }, + { "id": "c", "text": "Es ist ausschließlich als Swap verwendbar.", "correct": false, "explanation": "Btrfs ist ein vollwertiges Dateisystem." }, + { "id": "d", "text": "Es hat keine Prüfsummen für Daten.", "correct": false, "explanation": "Btrfs prüft Daten und Metadaten mit Prüfsummen." }, + { "id": "e", "text": "Es ist auf 2 TB Größe begrenzt.", "correct": false, "explanation": "Btrfs unterstützt sehr große Dateisysteme." } + ], + "explanation": "Weitere Merkmale: integrierte RAID-Funktionen, Kompression, Online-Vergrößerung.", + "references": ["man 5 btrfs"] + }, + { + "id": "104.2-004", + "objective": "104.2", + "type": "single", + "difficulty": 2, + "question": "Ein ext4 auf `/dev/sdb1` soll nach spätestens 30 Einhängevorgängen beim Start automatisch geprüft werden. Welcher Befehl stellt das ein?", + "options": [ + { "id": "a", "text": "`tune2fs -c 30 /dev/sdb1`", "correct": true, "explanation": "`-c` setzt die maximale Mount-Anzahl bis zur Prüfung." }, + { "id": "b", "text": "`tune2fs -i 30 /dev/sdb1`", "correct": false, "explanation": "`-i` setzt ein Zeitintervall (z. B. `30d`)." }, + { "id": "c", "text": "`e2fsck -c 30 /dev/sdb1`", "correct": false, "explanation": "`e2fsck -c` sucht fehlerhafte Blöcke mit `badblocks`." }, + { "id": "d", "text": "`dumpe2fs -c 30 /dev/sdb1`", "correct": false, "explanation": "`dumpe2fs` zeigt nur Informationen an." }, + { "id": "e", "text": "`mkfs.ext4 -c 30 /dev/sdb1`", "correct": false, "explanation": "Würde ein neues Dateisystem anlegen und alle Daten löschen." } + ], + "explanation": "Aktuelle Werte: `tune2fs -l /dev/sdb1 | grep -i mount`.", + "references": ["man 8 tune2fs"] + }, + { + "id": "104.2-005", + "objective": "104.2", + "type": "fill", + "difficulty": 1, + "question": "Welche `df`-Option (nur die Option) zeigt statt des Speicherplatzes die Belegung der **Inodes**?", + "answers": ["-i", "--inodes"], + "explanation": "Viele kleine Dateien können die Inodes erschöpfen, obwohl noch Platz frei ist.", + "references": ["man 1 df"] + }, + { + "id": "104.2-006", + "objective": "104.2", + "type": "single", + "difficulty": 2, + "question": "Welcher Befehl zeigt die Superblock-Informationen eines ext4-Dateisystems an (z. B. Blockgröße, Mount-Zähler, Zustand)?", + "options": [ + { "id": "a", "text": "`dumpe2fs -h /dev/sdb1`", "correct": true, "explanation": "`-h` beschränkt die Ausgabe auf den Superblock; gleichwertig `tune2fs -l`." }, + { "id": "b", "text": "`xfs_info /dev/sdb1`", "correct": false, "explanation": "Für XFS-Dateisysteme." }, + { "id": "c", "text": "`blkid /dev/sdb1`", "correct": false, "explanation": "Zeigt nur UUID, Typ und Label." }, + { "id": "d", "text": "`fsck -N /dev/sdb1`", "correct": false, "explanation": "Zeigt nur, welcher Prüfbefehl ausgeführt würde." }, + { "id": "e", "text": "`du -s /dev/sdb1`", "correct": false, "explanation": "Zeigt die Größe der Gerätedatei, nicht des Dateisystems." } + ], + "explanation": "`debugfs` erlaubt interaktive Untersuchung und Reparatur von ext-Dateisystemen – nur für Experten.", + "references": ["man 8 dumpe2fs"] + }, + { + "id": "104.2-007", + "objective": "104.2", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu `e2fsck` und `fsck` treffen zu?", + "options": [ + { "id": "a", "text": "`e2fsck -f` erzwingt eine Prüfung, auch wenn das Dateisystem als sauber markiert ist.", "correct": true, "explanation": "Ohne `-f` überspringt e2fsck saubere Dateisysteme." }, + { "id": "b", "text": "`e2fsck -n` prüft nur und beantwortet alle Fragen mit „nein“, ändert also nichts.", "correct": true, "explanation": "Sicherer Prüflauf; damit auch an lesend eingehängten Dateisystemen nutzbar." }, + { "id": "c", "text": "`fsck -A` prüft nur das Root-Dateisystem.", "correct": false, "explanation": "`-A` prüft alle Dateisysteme aus `/etc/fstab` (in der Reihenfolge des sechsten Felds)." }, + { "id": "d", "text": "`xfs_repair` darf auf einem eingehängten XFS laufen.", "correct": false, "explanation": "XFS muss ausgehängt sein; nur `-n` (Prüfung) geht eingeschränkt." }, + { "id": "e", "text": "`e2fsck -y` beantwortet alle Fragen mit „nein“.", "correct": false, "explanation": "`-y` beantwortet alle Fragen mit „ja“ und repariert automatisch." } + ], + "explanation": "`-p` (preen) repariert automatisch nur gefahrlose Fehler – so laufen Prüfungen beim Start.", + "references": ["man 8 e2fsck", "man 8 fsck"] + }, + { + "id": "104.3-005", + "objective": "104.3", + "type": "single", + "difficulty": 1, + "question": "Was bewirkt die Mount-Option `noexec`?", + "options": [ + { "id": "a", "text": "Programme auf diesem Dateisystem können nicht direkt ausgeführt werden.", "correct": true, "explanation": "Das Ausführungsrecht wird ignoriert – nützlich z. B. für `/tmp` oder Wechselmedien." }, + { "id": "b", "text": "Das Dateisystem wird nur lesend eingehängt.", "correct": false, "explanation": "Das ist `ro`." }, + { "id": "c", "text": "SUID-Bits werden ignoriert.", "correct": false, "explanation": "Das ist `nosuid`." }, + { "id": "d", "text": "Gerätedateien werden nicht ausgewertet.", "correct": false, "explanation": "Das ist `nodev`." }, + { "id": "e", "text": "Das Dateisystem wird beim Start nicht eingehängt.", "correct": false, "explanation": "Das ist `noauto`." } + ], + "explanation": "`defaults` steht für `rw,suid,dev,exec,auto,nouser,async`.", + "references": ["man 8 mount"] + }, + { + "id": "104.3-006", + "objective": "104.3", + "type": "fill", + "difficulty": 1, + "question": "Welche Option im vierten Feld von `/etc/fstab` verhindert, dass ein Dateisystem beim Start bzw. mit `mount -a` automatisch eingehängt wird?", + "answers": ["noauto"], + "explanation": "Typisch für Wechselmedien; manuell mit `mount /mnt/usb` einhängen, da der Eintrag bekannt ist.", + "references": ["man 5 fstab"] + }, + { + "id": "104.3-007", + "objective": "104.3", + "type": "single", + "difficulty": 2, + "question": "Wie hängt man das Root-Dateisystem im laufenden Betrieb **nur lesend** neu ein?", + "options": [ + { "id": "a", "text": "`mount -o remount,ro /`", "correct": true, "explanation": "`remount` ändert Optionen, ohne auszuhängen." }, + { "id": "b", "text": "`umount / && mount -r /`", "correct": false, "explanation": "Das Root-Dateisystem lässt sich im Betrieb nicht aushängen." }, + { "id": "c", "text": "`mount -a -o ro`", "correct": false, "explanation": "Hängt die noch nicht eingehängten fstab-Einträge ein." }, + { "id": "d", "text": "`chmod -R a-w /`", "correct": false, "explanation": "Ändert Rechte aller Dateien – schwerwiegend und nicht gemeint." }, + { "id": "e", "text": "`fsck -r /`", "correct": false, "explanation": "`fsck` hängt nichts ein." } + ], + "explanation": "Umgekehrt im Rettungsmodus: `mount -o remount,rw /`, um Konfigurationen zu reparieren.", + "references": ["man 8 mount"] + }, + { + "id": "104.3-008", + "objective": "104.3", + "type": "single", + "difficulty": 2, + "question": "Wie muss eine systemd-Mount-Unit heißen, die `/srv/backup` einhängt?", + "options": [ + { "id": "a", "text": "`srv-backup.mount`", "correct": true, "explanation": "Der Name leitet sich vom Pfad ab: führenden `/` weglassen, weitere `/` durch `-` ersetzen." }, + { "id": "b", "text": "`backup.mount`", "correct": false, "explanation": "Der Name muss dem vollständigen Pfad entsprechen." }, + { "id": "c", "text": "`srv/backup.mount`", "correct": false, "explanation": "Schrägstriche sind im Unit-Namen nicht erlaubt." }, + { "id": "d", "text": "`srv-backup.service`", "correct": false, "explanation": "Mount-Units haben die Endung `.mount`." }, + { "id": "e", "text": "`mount-srv-backup.target`", "correct": false, "explanation": "Targets gruppieren Units; einhängen tun sie nicht." } + ], + "explanation": "Hilfe: `systemd-escape -p --suffix=mount /srv/backup`. Für Einträge in `/etc/fstab` erzeugt systemd solche Units automatisch.", + "references": ["man 5 systemd.mount"] + }, + { + "id": "104.3-009", + "objective": "104.3", + "type": "multi", + "difficulty": 1, + "question": "Welche Aussagen zum Einhängen von Dateisystemen treffen zu?", + "options": [ + { "id": "a", "text": "Die fstab-Option `user` erlaubt normalen Benutzern, das Dateisystem einzuhängen.", "correct": true, "explanation": "Nur derselbe Benutzer darf es wieder aushängen (`users`: alle)." }, + { "id": "b", "text": "`findmnt` zeigt die eingehängten Dateisysteme als Baum.", "correct": true, "explanation": "Mit Quelle, Ziel, Typ und Optionen." }, + { "id": "c", "text": "`umount` akzeptiert nur den Gerätenamen, nicht den Einhängepunkt.", "correct": false, "explanation": "Beides funktioniert: `umount /dev/sdb1` oder `umount /mnt/daten`." }, + { "id": "d", "text": "`defaults` enthält die Option `noexec`.", "correct": false, "explanation": "`defaults` enthält `exec`." }, + { "id": "e", "text": "`mount` ohne Argumente hängt alle Dateisysteme aus.", "correct": false, "explanation": "Es listet die eingehängten Dateisysteme." } + ], + "explanation": "Aktuell eingehängte Dateisysteme stehen auch in `/proc/mounts` (bzw. `/proc/self/mounts`).", + "references": ["man 8 findmnt", "man 5 fstab"] + }, + { + "id": "104.5-006", + "objective": "104.5", + "type": "single", + "difficulty": 1, + "question": "Was bedeutet das `t` am Ende von `drwxrwxrwt` beim Verzeichnis `/tmp`?", + "options": [ + { "id": "a", "text": "Sticky-Bit: Dateien darf nur ihr Eigentümer (bzw. der Verzeichniseigentümer oder root) löschen oder umbenennen.", "correct": true, "explanation": "Obwohl alle Schreibrecht haben, können sie fremde Dateien nicht löschen." }, + { "id": "b", "text": "Das Verzeichnis ist temporär und wird beim Neustart gelöscht.", "correct": false, "explanation": "Ob `/tmp` geleert wird, regelt die Distribution, nicht das `t`." }, + { "id": "c", "text": "Dateien im Verzeichnis erben die Gruppe des Verzeichnisses.", "correct": false, "explanation": "Das ist SGID auf Verzeichnissen." }, + { "id": "d", "text": "Programme im Verzeichnis laufen mit den Rechten des Eigentümers.", "correct": false, "explanation": "Das ist SUID bei Dateien." }, + { "id": "e", "text": "Das Verzeichnis ist ein symbolischer Link.", "correct": false, "explanation": "Links erkennt man am `l` am **Anfang**." } + ], + "explanation": "Setzen: `chmod +t verzeichnis` bzw. oktal `1777`. Großes `T` heißt: Sticky gesetzt, aber kein x für andere.", + "references": ["man 1 chmod"] + }, + { + "id": "104.5-007", + "objective": "104.5", + "type": "fill", + "difficulty": 1, + "question": "Geben Sie den `chmod`-Befehl in **symbolischer** Schreibweise ein, der „anderen“ (others) alle Rechte an `bericht.txt` entzieht.", + "answers": ["chmod o-rwx bericht.txt", "chmod o= bericht.txt", "chmod o-rxw bericht.txt", "chmod o-wrx bericht.txt", "chmod o-wxr bericht.txt", "chmod o-xrw bericht.txt", "chmod o-xwr bericht.txt"], + "explanation": "`u` Eigentümer, `g` Gruppe, `o` andere, `a` alle; `+` hinzufügen, `-` entfernen, `=` genau setzen.", + "references": ["man 1 chmod"] + }, + { + "id": "104.5-008", + "objective": "104.5", + "type": "single", + "difficulty": 2, + "question": "Welche Wirkung hat das **SGID-Bit** auf einem Verzeichnis?", + "options": [ + { "id": "a", "text": "Neu angelegte Dateien und Unterverzeichnisse erhalten die Gruppe des Verzeichnisses.", "correct": true, "explanation": "Praktisch für gemeinsame Projektverzeichnisse." }, + { "id": "b", "text": "Nur der Eigentümer darf Dateien löschen.", "correct": false, "explanation": "Das ist das Sticky-Bit." }, + { "id": "c", "text": "Programme laufen mit den Rechten der Gruppe des Aufrufers.", "correct": false, "explanation": "Programme laufen normal ohnehin mit der Gruppe des Aufrufers; SGID auf Dateien setzt die Gruppe der **Datei**." }, + { "id": "d", "text": "Das Verzeichnis kann nicht gelöscht werden.", "correct": false, "explanation": "Dafür gibt es kein Rechtebit (nur das Attribut `chattr +i`)." }, + { "id": "e", "text": "Alle Benutzer werden Mitglied der Gruppe.", "correct": false, "explanation": "Rechtebits ändern keine Gruppenmitgliedschaften." } + ], + "explanation": "Setzen: `chmod g+s verzeichnis`; in `ls -l` steht dann `s` an der x-Stelle der Gruppe.", + "references": ["man 1 chmod"] + }, + { + "id": "104.5-009", + "objective": "104.5", + "type": "single", + "difficulty": 2, + "question": "Welche Rechte hat ein Verzeichnis nach `chmod 2770 projekt`?", + "options": [ + { "id": "a", "text": "`drwxrws---`", "correct": true, "explanation": "2 = SGID, 7 = rwx (Eigentümer), 7 = rwx (Gruppe, mit `s` für SGID), 0 = keine (andere)." }, + { "id": "b", "text": "`drwsrwx---`", "correct": false, "explanation": "`s` beim Eigentümer wäre SUID (4xxx)." }, + { "id": "c", "text": "`drwxrwx--T`", "correct": false, "explanation": "`T` wäre das Sticky-Bit (1xxx)." }, + { "id": "d", "text": "`d-w-rwxrwx`", "correct": false, "explanation": "Die führende 2 ist kein Rechtewert für den Eigentümer." }, + { "id": "e", "text": "`drwxr-x---`", "correct": false, "explanation": "Das wäre 750 ohne Sonderbit." } + ], + "explanation": "Sonderbits als vierte Ziffer vorne: 4 SUID, 2 SGID, 1 Sticky, auch kombiniert (z. B. 3770).", + "references": ["man 1 chmod"] + }, + { + "id": "104.5-010", + "objective": "104.5", + "type": "single", + "difficulty": 1, + "question": "Wie setzt man für `/srv/projekt` und **alles darin** den Eigentümer `anna` und die Gruppe `team`?", + "options": [ + { "id": "a", "text": "`chown -R anna:team /srv/projekt`", "correct": true, "explanation": "`-R` arbeitet rekursiv, `benutzer:gruppe` setzt beides." }, + { "id": "b", "text": "`chown anna:team /srv/projekt`", "correct": false, "explanation": "Ändert nur das Verzeichnis selbst, nicht den Inhalt." }, + { "id": "c", "text": "`chmod -R anna:team /srv/projekt`", "correct": false, "explanation": "`chmod` ändert Rechte, keine Eigentümer." }, + { "id": "d", "text": "`chgrp -R anna:team /srv/projekt`", "correct": false, "explanation": "`chgrp` setzt nur die Gruppe und erwartet nur einen Gruppennamen." }, + { "id": "e", "text": "`usermod -R team anna /srv/projekt`", "correct": false, "explanation": "`usermod` ändert Benutzerkonten." } + ], + "explanation": "Den Eigentümer ändern darf nur root.", + "references": ["man 1 chown"] + }, + { + "id": "104.5-011", + "objective": "104.5", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu Rechten an **Verzeichnissen** treffen zu?", + "options": [ + { "id": "a", "text": "Das x-Recht erlaubt, das Verzeichnis zu betreten und auf Einträge darin zuzugreifen.", "correct": true, "explanation": "Ohne x kein `cd` und kein Zugriff auf Dateien darin, auch wenn ihr Name bekannt ist." }, + { "id": "b", "text": "Das w-Recht (zusammen mit x) erlaubt, Dateien darin anzulegen, umzubenennen und zu löschen.", "correct": true, "explanation": "Löschen ist eine Änderung des Verzeichnisses." }, + { "id": "c", "text": "Das r-Recht allein erlaubt, den Inhalt der Dateien zu lesen.", "correct": false, "explanation": "r am Verzeichnis erlaubt nur, die Namen aufzulisten; Dateiinhalt hängt von den Dateirechten (und x am Verzeichnis) ab." }, + { "id": "d", "text": "Zum Löschen einer Datei braucht man Schreibrecht an der Datei selbst.", "correct": false, "explanation": "Entscheidend ist das Schreibrecht am Verzeichnis (Ausnahme: Sticky-Bit)." }, + { "id": "e", "text": "Die umask ändert auch die Rechte bereits bestehender Dateien.", "correct": false, "explanation": "Die umask wirkt nur beim Anlegen neuer Dateien." } + ], + "explanation": "Üblich: Verzeichnisse 755 bzw. 750, Dateien 644 bzw. 640.", + "references": ["man 7 inode", "man 1 chmod"] + }, + { + "id": "104.6-004", + "objective": "104.6", + "type": "single", + "difficulty": 1, + "question": "Was passiert mit einem symbolischen Link, wenn seine Zieldatei gelöscht wird?", + "options": [ + { "id": "a", "text": "Der Link bleibt bestehen, zeigt aber ins Leere (verwaister Link).", "correct": true, "explanation": "Ein Symlink speichert nur den Pfad; Zugriffe melden „No such file or directory“." }, + { "id": "b", "text": "Der Link wird automatisch mitgelöscht.", "correct": false, "explanation": "Linux entfernt Symlinks nicht automatisch." }, + { "id": "c", "text": "Der Link enthält weiterhin den Dateiinhalt.", "correct": false, "explanation": "So verhält sich ein Hardlink, kein Symlink." }, + { "id": "d", "text": "Der Link wird zu einem Hardlink.", "correct": false, "explanation": "Der Link-Typ ändert sich nie." }, + { "id": "e", "text": "Das Löschen schlägt fehl, solange ein Link existiert.", "correct": false, "explanation": "Symlinks verhindern das Löschen nicht." } + ], + "explanation": "Verwaiste Links finden: `find /pfad -xtype l`.", + "references": ["man 7 symlink"] + }, + { + "id": "104.6-005", + "objective": "104.6", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (nur der Name) gibt das Ziel eines symbolischen Links aus?", + "answers": ["readlink"], + "explanation": "`readlink -f` löst die ganze Kette auf und gibt den absoluten Pfad aus. Auch `ls -l` zeigt `link -> ziel`.", + "references": ["man 1 readlink"] + }, + { + "id": "104.6-006", + "objective": "104.6", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen über **symbolische** Links treffen zu?", + "options": [ + { "id": "a", "text": "Symbolische Links können auf Dateien in anderen Dateisystemen zeigen.", "correct": true, "explanation": "Sie speichern nur einen Pfad." }, + { "id": "b", "text": "`ls -l` zeigt bei einem Symlink ein `l` als erstes Zeichen.", "correct": true, "explanation": "z. B. `lrwxrwxrwx … aktuell -> release-2.4`." }, + { "id": "c", "text": "Ein Symlink teilt sich den Inode mit seinem Ziel.", "correct": false, "explanation": "Das gilt für Hardlinks; ein Symlink hat einen eigenen Inode." }, + { "id": "d", "text": "Löscht man den Symlink, wird auch das Ziel gelöscht.", "correct": false, "explanation": "`rm link` entfernt nur den Link." }, + { "id": "e", "text": "Symlinks können nicht auf Verzeichnisse zeigen.", "correct": false, "explanation": "Symlinks auf Verzeichnisse sind üblich (z. B. `/bin -> usr/bin`)." } + ], + "explanation": "Relative Symlinks (`ln -s ../ziel link`) gelten relativ zum Ort des Links, nicht zum aktuellen Verzeichnis.", + "references": ["man 7 symlink"] + }, + { + "id": "104.7-004", + "objective": "104.7", + "type": "single", + "difficulty": 1, + "question": "Wohin gehört laut FHS ein eigenständiges **Zusatz-Softwarepaket** eines Drittanbieters?", + "options": [ + { "id": "a", "text": "`/opt`", "correct": true, "explanation": "Je Paket ein Unterverzeichnis, z. B. `/opt//`." }, + { "id": "b", "text": "`/srv`", "correct": false, "explanation": "Für Daten, die der Rechner als Dienst ausliefert." }, + { "id": "c", "text": "`/var/lib`", "correct": false, "explanation": "Für Zustandsdaten von Programmen." }, + { "id": "d", "text": "`/etc`", "correct": false, "explanation": "Nur für Konfiguration." }, + { "id": "e", "text": "`/boot`", "correct": false, "explanation": "Nur für Bootloader, Kernel und initramfs." } + ], + "explanation": "Selbst kompilierte Software installiert man üblicherweise unter `/usr/local` (bin, lib, share).", + "references": ["man 7 hier"] + }, + { + "id": "104.7-005", + "objective": "104.7", + "type": "fill", + "difficulty": 2, + "question": "In welchem Verzeichnis liegen laut FHS temporäre Dateien, die einen **Neustart überdauern** sollen? (Pfad)", + "answers": ["/var/tmp"], + "explanation": "`/tmp` darf beim Start geleert werden (oft tmpfs im RAM), `/var/tmp` bleibt erhalten.", + "references": ["man 7 hier"] + }, + { + "id": "104.7-006", + "objective": "104.7", + "type": "multi", + "difficulty": 1, + "question": "Welche Aussagen zum Filesystem Hierarchy Standard treffen zu?", + "options": [ + { "id": "a", "text": "`/usr` enthält weitgehend statische Daten und kann schreibgeschützt eingehängt werden.", "correct": true, "explanation": "Programme, Bibliotheken, Dokumentation – nicht hostspezifisch." }, + { "id": "b", "text": "`/home` enthält die Home-Verzeichnisse der Benutzer.", "correct": true, "explanation": "Das Home von root liegt dagegen in `/root`." }, + { "id": "c", "text": "`/proc` enthält die Konfigurationsdateien der Dienste.", "correct": false, "explanation": "`/proc` ist ein virtuelles Dateisystem mit Prozess- und Kernelinformationen." }, + { "id": "d", "text": "`/sbin` ist für Programme normaler Benutzer gedacht.", "correct": false, "explanation": "`/sbin` enthält Systemprogramme für die Administration." }, + { "id": "e", "text": "`/dev` enthält den Quellcode der Gerätetreiber.", "correct": false, "explanation": "`/dev` enthält Gerätedateien." } + ], + "explanation": "Kurzüberblick: `man 7 hier` bzw. `man 7 file-hierarchy` (systemd).", + "references": ["man 7 hier"] + } + ] +} diff --git a/simulator/data/lpic1_102/questions_105_set2.json b/simulator/data/lpic1_102/questions_105_set2.json new file mode 100644 index 0000000..11c5a35 --- /dev/null +++ b/simulator/data/lpic1_102/questions_105_set2.json @@ -0,0 +1,221 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_105_set2.json", + "brief": "Zweiter Fragensatz zu Topic 105 Shells und Shell-Skripte (LPIC-1 102-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-102", + "questions": [ + { + "id": "105.1-007", + "objective": "105.1", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl gibt **nur die Umgebungsvariablen** aus (ohne reine Shell-Variablen und Funktionen)?", + "options": [ + { "id": "a", "text": "`env`", "correct": true, "explanation": "`env` ohne Argumente (wie `printenv`) zeigt die exportierte Umgebung." }, + { "id": "b", "text": "`set`", "correct": false, "explanation": "`set` zeigt zusätzlich alle Shell-Variablen und Funktionen." }, + { "id": "c", "text": "`declare -f`", "correct": false, "explanation": "`declare -f` zeigt die definierten Funktionen." }, + { "id": "d", "text": "`alias`", "correct": false, "explanation": "`alias` zeigt die definierten Aliase." }, + { "id": "e", "text": "`export -f`", "correct": false, "explanation": "`export -f name` exportiert eine Funktion; ohne Namen listet es exportierte Funktionen." } + ], + "explanation": "Umgebung = exportierte Variablen, die Kindprozesse erben. `export -p` listet sie in wiederverwendbarer Form.", + "references": ["man 1 env", "man 1 printenv"] + }, + { + "id": "105.1-008", + "objective": "105.1", + "type": "fill", + "difficulty": 1, + "question": "Welche Datei im Home-Verzeichnis führt die Bash beim **Beenden einer Login-Shell** aus? (Dateiname)", + "answers": ["~/.bash_logout", ".bash_logout"], + "explanation": "Typischer Inhalt: Bildschirm leeren (`clear`) oder temporäre Dateien aufräumen.", + "references": ["man 1 bash (Abschnitt INVOCATION)"] + }, + { + "id": "105.1-009", + "objective": "105.1", + "type": "single", + "difficulty": 1, + "question": "Wie entfernt man den Alias `ll` aus der aktuellen Shell?", + "options": [ + { "id": "a", "text": "`unalias ll`", "correct": true, "explanation": "`unalias` entfernt Aliase; `unalias -a` alle." }, + { "id": "b", "text": "`unset ll`", "correct": false, "explanation": "`unset` entfernt Variablen und Funktionen, keine Aliase." }, + { "id": "c", "text": "`alias ll=''`", "correct": false, "explanation": "Setzt einen leeren Alias – `ll` bleibt definiert." }, + { "id": "d", "text": "`alias -d ll`", "correct": false, "explanation": "`alias` kennt keine Option `-d`." }, + { "id": "e", "text": "`export -n ll`", "correct": false, "explanation": "`export -n` nimmt Variablen das Export-Attribut, hat mit Aliasen nichts zu tun." } + ], + "explanation": "Ein Alias in `~/.bashrc` kommt in jeder neuen Shell wieder – dort muss er dauerhaft entfernt werden.", + "references": ["help unalias"] + }, + { + "id": "105.1-010", + "objective": "105.1", + "type": "multi", + "difficulty": 2, + "question": "Welche Dateien liest eine interaktive **Nicht-Login**-Bash auf einem Debian-System?", + "options": [ + { "id": "a", "text": "`/etc/bash.bashrc`", "correct": true, "explanation": "Systemweite Datei für interaktive Shells (bei Debian einkompiliert)." }, + { "id": "b", "text": "`~/.bashrc`", "correct": true, "explanation": "Persönliche Datei für interaktive Nicht-Login-Shells." }, + { "id": "c", "text": "`/etc/profile`", "correct": false, "explanation": "Wird nur von Login-Shells gelesen." }, + { "id": "d", "text": "`~/.bash_profile`", "correct": false, "explanation": "Wird nur von Login-Shells gelesen." }, + { "id": "e", "text": "`~/.bash_logout`", "correct": false, "explanation": "Wird nur beim Beenden einer Login-Shell gelesen." } + ], + "explanation": "Beispiel Nicht-Login-Shell: ein neues Terminalfenster in einer grafischen Sitzung oder `bash` aus einer Shell heraus.", + "references": ["man 1 bash (Abschnitt INVOCATION)"] + }, + { + "id": "105.1-011", + "objective": "105.1", + "type": "single", + "difficulty": 2, + "question": "Die Shell-Funktion `gruss` soll auch in Bash-Prozessen verfügbar sein, die aus der aktuellen Shell gestartet werden. Welcher Befehl leistet das?", + "options": [ + { "id": "a", "text": "`export -f gruss`", "correct": true, "explanation": "`-f` exportiert die Funktion in die Umgebung; Kind-Bashs übernehmen sie." }, + { "id": "b", "text": "`declare -x gruss`", "correct": false, "explanation": "Exportiert eine **Variable** namens `gruss`, nicht die Funktion." }, + { "id": "c", "text": "`readonly -f gruss`", "correct": false, "explanation": "Macht die Funktion nur schreibgeschützt." }, + { "id": "d", "text": "`local gruss`", "correct": false, "explanation": "`local` legt lokale Variablen innerhalb einer Funktion an." }, + { "id": "e", "text": "`alias gruss=gruss`", "correct": false, "explanation": "Aliase werden nie an Kindprozesse vererbt." } + ], + "explanation": "Für Skripte ist meist besser, gemeinsame Funktionen in eine Datei zu legen und mit `source` einzubinden.", + "references": ["help export"] + }, + { + "id": "105.1-012", + "objective": "105.1", + "type": "single", + "difficulty": 2, + "question": "`sort` soll **einmalig** mit `LC_ALL=C` laufen, ohne die Variable in der aktuellen Shell zu verändern. Welche Zeile leistet das?", + "options": [ + { "id": "a", "text": "`LC_ALL=C sort liste.txt`", "correct": true, "explanation": "Eine Zuweisung direkt vor dem Befehl gilt nur für diesen einen Prozess." }, + { "id": "b", "text": "`export LC_ALL=C; sort liste.txt`", "correct": false, "explanation": "Die Variable bleibt danach in der Shell gesetzt." }, + { "id": "c", "text": "`LC_ALL=C; sort liste.txt`", "correct": false, "explanation": "Durch das Semikolon wird die Zuweisung ein eigener Befehl und bleibt in der Shell bestehen." }, + { "id": "d", "text": "`sort liste.txt LC_ALL=C`", "correct": false, "explanation": "Hinter dem Befehl ist `LC_ALL=C` nur ein Argument (Dateiname) für `sort`." }, + { "id": "e", "text": "`set LC_ALL=C sort liste.txt`", "correct": false, "explanation": "`set` setzt hier Positionsparameter, keine Variable." } + ], + "explanation": "Gleichwertig: `env LC_ALL=C sort liste.txt`. `LC_ALL=C` sorgt für byteweise, reproduzierbare Sortierung.", + "references": ["man 1 bash (Abschnitt SIMPLE COMMAND EXPANSION)"] + }, + { + "id": "105.1-013", + "objective": "105.1", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (ohne Argumente) listet alle in der aktuellen Shell definierten Aliase auf?", + "answers": ["alias", "alias -p"], + "explanation": "Ausgabe in der Form `alias ll='ls -l'`, direkt wiederverwendbar.", + "references": ["help alias"] + }, + { + "id": "105.2-007", + "objective": "105.2", + "type": "single", + "difficulty": 1, + "question": "Welche `if`-Anweisung ist in der Bash syntaktisch korrekt?", + "options": [ + { "id": "a", "text": "`if [ \"$a\" -eq 5 ]; then echo ja; fi`", "correct": true, "explanation": "Leerzeichen innerhalb der Klammern, `;` bzw. Zeilenumbruch vor `then`, Abschluss mit `fi`." }, + { "id": "b", "text": "`if [\"$a\" -eq 5]; then echo ja; fi`", "correct": false, "explanation": "Ohne Leerzeichen sucht die Shell einen Befehl namens `[5` bzw. `[\"…\"`." }, + { "id": "c", "text": "`if [ \"$a\" -eq 5 ] then echo ja; fi`", "correct": false, "explanation": "Vor `then` fehlt `;` oder ein Zeilenumbruch." }, + { "id": "d", "text": "`if [ \"$a\" -eq 5 ]; then echo ja; endif`", "correct": false, "explanation": "`endif` ist csh-Syntax; die Bash schließt mit `fi`." }, + { "id": "e", "text": "`if ( $a -eq 5 ) { echo ja }`", "correct": false, "explanation": "C-ähnliche Syntax; `( )` startet eine Subshell, `{ }` braucht `;`." } + ], + "explanation": "Variablen in `[ ]` immer in Anführungszeichen setzen, sonst entstehen bei leeren Werten Syntaxfehler. Bash-Alternative: `[[ … ]]`.", + "references": ["man 1 test", "help if"] + }, + { + "id": "105.2-008", + "objective": "105.2", + "type": "single", + "difficulty": 1, + "question": "Mit welchem Operator prüft `test` bzw. `[ ]`, ob eine **Zahl größer** als eine andere ist?", + "options": [ + { "id": "a", "text": "`-gt`", "correct": true, "explanation": "greater than: `[ \"$n\" -gt 10 ]`." }, + { "id": "b", "text": "`>`", "correct": false, "explanation": "In `[ ]` ist `>` eine Umleitung – es entsteht eine Datei namens `10`." }, + { "id": "c", "text": "`-ge`", "correct": false, "explanation": "`-ge` bedeutet größer **oder gleich**." }, + { "id": "d", "text": "`-lt`", "correct": false, "explanation": "`-lt` bedeutet kleiner als." }, + { "id": "e", "text": "`-ne`", "correct": false, "explanation": "`-ne` bedeutet ungleich." } + ], + "explanation": "Zahlen: `-eq -ne -lt -le -gt -ge`. Zeichenketten: `=`, `!=`. In `(( ))` darf man `>` als Zahlvergleich schreiben.", + "references": ["man 1 test"] + }, + { + "id": "105.2-009", + "objective": "105.2", + "type": "fill", + "difficulty": 1, + "question": "Mit welcher Anweisung (Befehl mit Argument) beendet sich ein Skript mit dem Exit-Status 3?", + "answers": ["exit 3"], + "explanation": "Ohne Argument liefert `exit` den Status des zuletzt ausgeführten Befehls. Gültig sind 0–255.", + "references": ["help exit"] + }, + { + "id": "105.2-010", + "objective": "105.2", + "type": "single", + "difficulty": 2, + "question": "Welche `case`-Anweisung ist korrekt aufgebaut?", + "options": [ + { "id": "a", "text": "`case \"$1\" in start) echo an ;; *) echo unbekannt ;; esac`", "correct": true, "explanation": "Muster mit `)`, jeder Zweig endet mit `;;`, Abschluss mit `esac`." }, + { "id": "b", "text": "`case \"$1\" in start) echo an ;; done`", "correct": false, "explanation": "`done` beendet Schleifen; `case` endet mit `esac`." }, + { "id": "c", "text": "`switch \"$1\" case start: echo an endsw`", "correct": false, "explanation": "Das ist csh-Syntax." }, + { "id": "d", "text": "`case \"$1\" { start: echo an }`", "correct": false, "explanation": "C-ähnliche Syntax, in der Bash ungültig." }, + { "id": "e", "text": "`case \"$1\" in \"start\" then echo an fi`", "correct": false, "explanation": "Vermischt `if`-Syntax mit `case`." } + ], + "explanation": "Muster dürfen Globbing nutzen und mit `|` kombiniert werden: `start|begin)`. `*)` fängt alles Übrige ab.", + "references": ["man 1 bash (Abschnitt Compound Commands)"] + }, + { + "id": "105.2-011", + "objective": "105.2", + "type": "single", + "difficulty": 2, + "question": "Wie liest ein Skript die Datei `hosts.txt` **zeilenweise** in einer Schleife?", + "options": [ + { "id": "a", "text": "`while read zeile; do echo \"$zeile\"; done < hosts.txt`", "correct": true, "explanation": "Die Umleitung gilt für die ganze Schleife; `read` liest bei jedem Durchlauf die nächste Zeile." }, + { "id": "b", "text": "`for zeile in hosts.txt; do echo \"$zeile\"; done`", "correct": false, "explanation": "Durchläuft nur das eine Wort `hosts.txt`, nicht den Dateiinhalt." }, + { "id": "c", "text": "`while read zeile < hosts.txt; do echo \"$zeile\"; done`", "correct": false, "explanation": "Die Datei wird bei jedem Durchlauf neu geöffnet – es wird endlos die erste Zeile gelesen." }, + { "id": "d", "text": "`until read zeile; do echo \"$zeile\"; done < hosts.txt`", "correct": false, "explanation": "`until` läuft, solange `read` **fehlschlägt** – also erst am Dateiende." }, + { "id": "e", "text": "`read -a zeile hosts.txt`", "correct": false, "explanation": "`read -a` liest eine Zeile in ein Array; `hosts.txt` wäre ein weiterer Variablenname." } + ], + "explanation": "Robuste Form: `while IFS= read -r zeile; do …; done < datei` (keine Backslash-Auswertung, Leerraum bleibt erhalten).", + "references": ["help read", "help while"] + }, + { + "id": "105.2-012", + "objective": "105.2", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu Shell-Skripten treffen zu?", + "options": [ + { "id": "a", "text": "`echo $(( 3 + 4 ))` gibt `7` aus.", "correct": true, "explanation": "`$(( ))` ist arithmetische Expansion (Ganzzahlen)." }, + { "id": "b", "text": "Bei `befehl1 && befehl2` läuft `befehl2` nur, wenn `befehl1` erfolgreich war.", "correct": true, "explanation": "`&&` prüft den Exit-Status 0." }, + { "id": "c", "text": "Bei `befehl1 || befehl2` läuft `befehl2` nur, wenn `befehl1` erfolgreich war.", "correct": false, "explanation": "`||` führt `befehl2` nur bei einem **Fehler** von `befehl1` aus." }, + { "id": "d", "text": "`test -z \"$x\"` ist wahr, wenn `$x` nicht leer ist.", "correct": false, "explanation": "`-z` ist wahr bei **leerem** String; `-n` bei nicht leerem." }, + { "id": "e", "text": "In doppelten Anführungszeichen verhalten sich `\"$*\"` und `\"$@\"` gleich.", "correct": false, "explanation": "`\"$*\"` ergibt ein einziges Wort, `\"$@\"` jedes Argument als eigenes Wort." } + ], + "explanation": "Typisches Muster: `cd /verzeichnis || exit 1` bricht ab, wenn der Wechsel scheitert.", + "references": ["man 1 bash (Abschnitte Lists, Arithmetic Expansion)"] + }, + { + "id": "105.2-013", + "objective": "105.2", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl gibt die Zahlen 1 bis 5 jeweils in einer **eigenen Zeile** aus?", + "options": [ + { "id": "a", "text": "`seq 1 5`", "correct": true, "explanation": "`seq` gibt eine Zahlenfolge aus, standardmäßig eine Zahl pro Zeile." }, + { "id": "b", "text": "`echo {1..5}`", "correct": false, "explanation": "Die Klammererweiterung erzeugt `1 2 3 4 5` in **einer** Zeile." }, + { "id": "c", "text": "`seq 5 1`", "correct": false, "explanation": "Ohne negative Schrittweite (`seq 5 -1 1`) gibt das nichts aus." }, + { "id": "d", "text": "`range 1 5`", "correct": false, "explanation": "Einen Befehl `range` gibt es nicht." }, + { "id": "e", "text": "`echo $(1..5)`", "correct": false, "explanation": "Befehlsersetzung: Die Shell sucht einen Befehl `1..5`." } + ], + "explanation": "In Schleifen: `for i in $(seq 1 5)` oder `for i in {1..5}`. `seq -w` füllt mit führenden Nullen auf.", + "references": ["man 1 seq"] + } + ] +} diff --git a/simulator/data/lpic1_102/questions_106_set2.json b/simulator/data/lpic1_102/questions_106_set2.json new file mode 100644 index 0000000..02aed9e --- /dev/null +++ b/simulator/data/lpic1_102/questions_106_set2.json @@ -0,0 +1,137 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_106_set2.json", + "brief": "Zweiter Fragensatz zu Topic 106 Benutzerschnittstellen und Desktops (LPIC-1 102-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-102", + "questions": [ + { + "id": "106.1-004", + "objective": "106.1", + "type": "single", + "difficulty": 2, + "question": "Mit welchem Befehl erlaubt man einem bestimmten entfernten Rechner **hostbasiert** den Zugriff auf den lokalen X-Server?", + "options": [ + { "id": "a", "text": "`xhost +192.0.2.20`", "correct": true, "explanation": "`xhost +` fügt den Host der Zugriffsliste hinzu; `xhost -` entfernt ihn." }, + { "id": "b", "text": "`xauth add 192.0.2.20`", "correct": false, "explanation": "`xauth` verwaltet Cookies (MIT-MAGIC-COOKIE), nicht hostbasierte Freigaben." }, + { "id": "c", "text": "`xdpyinfo 192.0.2.20`", "correct": false, "explanation": "`xdpyinfo` zeigt Informationen über einen X-Server an." }, + { "id": "d", "text": "`xrandr --allow 192.0.2.20`", "correct": false, "explanation": "`xrandr` stellt Bildschirmauflösung und -anordnung ein." }, + { "id": "e", "text": "`startx 192.0.2.20`", "correct": false, "explanation": "`startx` startet einen X-Server mit Sitzung." } + ], + "explanation": "`xhost +` ohne Host schaltet die Zugriffskontrolle ganz ab – unsicher. Besser: X-Weiterleitung über SSH (`ssh -X`).", + "references": ["man 1 xhost"] + }, + { + "id": "106.1-005", + "objective": "106.1", + "type": "fill", + "difficulty": 2, + "question": "In welcher Datei (vollständiger Pfad, klassischer Ablageort) protokolliert der erste Xorg-Server (Display `:0`) seinen Start und erkannte Hardware?", + "answers": ["/var/log/Xorg.0.log"], + "explanation": "Fehlerzeilen sind mit `(EE)`, Warnungen mit `(WW)` markiert. Läuft Xorg ohne Root-Rechte, liegt das Log oft unter `~/.local/share/xorg/Xorg.0.log`.", + "references": ["man 1 Xorg"] + }, + { + "id": "106.1-006", + "objective": "106.1", + "type": "single", + "difficulty": 1, + "question": "Welches Programm zeigt Informationen über den laufenden X-Server an, z. B. Auflösung, Farbtiefe und unterstützte Erweiterungen?", + "options": [ + { "id": "a", "text": "`xdpyinfo`", "correct": true, "explanation": "display info: Server-Version, Bildschirme, Erweiterungen." }, + { "id": "b", "text": "`xwininfo`", "correct": false, "explanation": "`xwininfo` zeigt Informationen zu einem einzelnen Fenster." }, + { "id": "c", "text": "`xhost`", "correct": false, "explanation": "`xhost` verwaltet die hostbasierte Zugriffskontrolle." }, + { "id": "d", "text": "`xinit`", "correct": false, "explanation": "`xinit` startet einen X-Server und erste Clients." }, + { "id": "e", "text": "`xauth`", "correct": false, "explanation": "`xauth` verwaltet Zugriffs-Cookies." } + ], + "explanation": "Weitere X-Werkzeuge aus 106.1: `xwininfo`, `xdpyinfo`, `xhost`, `xauth`, `xrandr`.", + "references": ["man 1 xdpyinfo"] + }, + { + "id": "106.1-007", + "objective": "106.1", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zur X11-Weiterleitung über SSH treffen zu?", + "options": [ + { "id": "a", "text": "Mit `ssh -X benutzer@server` erscheinen dort gestartete X-Programme auf dem lokalen Bildschirm.", "correct": true, "explanation": "ssh setzt auf dem Server `DISPLAY` (z. B. `localhost:10.0`) und tunnelt die Verbindung." }, + { "id": "b", "text": "Der SSH-Server muss `X11Forwarding yes` in `sshd_config` erlauben.", "correct": true, "explanation": "Ohne diese Einstellung lehnt sshd die Weiterleitung ab." }, + { "id": "c", "text": "Auf dem Client muss vorher `xhost +` ausgeführt werden.", "correct": false, "explanation": "Nicht nötig – ssh regelt die Authentifizierung per Cookie; `xhost +` wäre unsicher." }, + { "id": "d", "text": "Man muss auf dem Server `DISPLAY=:0` setzen.", "correct": false, "explanation": "`:0` wäre der lokale Bildschirm des Servers; ssh setzt `DISPLAY` selbst." }, + { "id": "e", "text": "X11-Weiterleitung funktioniert nur über unverschlüsselte Verbindungen.", "correct": false, "explanation": "Gerade der Vorteil: Der X-Verkehr läuft verschlüsselt im SSH-Tunnel." } + ], + "explanation": "`ssh -Y` ist „trusted“ X11-Forwarding mit weniger Einschränkungen durch die X-Security-Extension.", + "references": ["man 1 ssh", "man 5 sshd_config"] + }, + { + "id": "106.2-003", + "objective": "106.2", + "type": "single", + "difficulty": 1, + "question": "Welche Komponente zeigt die grafische Anmeldemaske an und startet nach erfolgreicher Anmeldung die Desktop-Sitzung?", + "options": [ + { "id": "a", "text": "Der Display-Manager (z. B. GDM, SDDM, LightDM)", "correct": true, "explanation": "Display-Manager übernehmen Anmeldung und Sitzungsstart." }, + { "id": "b", "text": "Der Fenstermanager", "correct": false, "explanation": "Er platziert und dekoriert Fenster innerhalb einer laufenden Sitzung." }, + { "id": "c", "text": "Der Terminal-Emulator", "correct": false, "explanation": "Er stellt eine Shell in einem Fenster bereit." }, + { "id": "d", "text": "Der Dateimanager", "correct": false, "explanation": "Er verwaltet Dateien innerhalb der Sitzung." }, + { "id": "e", "text": "Der Druckdienst CUPS", "correct": false, "explanation": "CUPS verwaltet Drucker." } + ], + "explanation": "Ohne Display-Manager startet man X z. B. nach Textanmeldung mit `startx`.", + "references": ["LPI 102-500 Objective 106.2"] + }, + { + "id": "106.2-004", + "objective": "106.2", + "type": "single", + "difficulty": 2, + "question": "Welche Aussage zu XDMCP trifft zu?", + "options": [ + { "id": "a", "text": "Die Verbindung ist unverschlüsselt; XDMCP sollte nur in vertrauenswürdigen Netzen oder über einen Tunnel genutzt werden.", "correct": true, "explanation": "XDMCP und das anschließende X-Protokoll übertragen alles im Klartext." }, + { "id": "b", "text": "XDMCP verschlüsselt per TLS.", "correct": false, "explanation": "XDMCP bietet keine Verschlüsselung." }, + { "id": "c", "text": "XDMCP verwendet TCP-Port 3389.", "correct": false, "explanation": "3389 ist RDP; XDMCP nutzt UDP-Port 177." }, + { "id": "d", "text": "XDMCP ist das Protokoll von VNC.", "correct": false, "explanation": "VNC nutzt RFB." }, + { "id": "e", "text": "XDMCP funktioniert nur mit Wayland.", "correct": false, "explanation": "XDMCP gehört zum X Window System." } + ], + "explanation": "XDMCP vermittelt eine Anmeldung am Display-Manager eines entfernten Rechners; die Sitzung läuft dann dort, die Anzeige lokal.", + "references": ["LPI 102-500 Objective 106.2"] + }, + { + "id": "106.3-003", + "objective": "106.3", + "type": "single", + "difficulty": 1, + "question": "Welche Hilfsfunktion vergrößert einen Ausschnitt des Bildschirms für Menschen mit eingeschränktem Sehvermögen?", + "options": [ + { "id": "a", "text": "Bildschirmlupe", "correct": true, "explanation": "Vergrößert den Bereich um Mauszeiger oder Fokus." }, + { "id": "b", "text": "Bildschirmleser", "correct": false, "explanation": "Liest Inhalte vor bzw. gibt sie auf einer Braillezeile aus, vergrößert aber nicht." }, + { "id": "c", "text": "Langsame Tasten", "correct": false, "explanation": "Eine Tastaturhilfe gegen versehentliche Anschläge." }, + { "id": "d", "text": "Springende Tasten", "correct": false, "explanation": "Ignoriert schnell wiederholte Anschläge." }, + { "id": "e", "text": "Maustasten", "correct": false, "explanation": "Steuert den Mauszeiger über den Ziffernblock." } + ], + "explanation": "Für eingeschränktes Sehen: Lupe, große Schriften, Hochkontrast. Für Blinde: Bildschirmleser, Braillezeile.", + "references": ["LPI 102-500 Objective 106.3"] + }, + { + "id": "106.3-004", + "objective": "106.3", + "type": "multi", + "difficulty": 1, + "question": "Welche Hilfstechnologien richten sich vor allem an **blinde** Nutzer?", + "options": [ + { "id": "a", "text": "Braillezeile", "correct": true, "explanation": "Gibt Text als ertastbare Punktschrift aus." }, + { "id": "b", "text": "Bildschirmleser (z. B. Orca)", "correct": true, "explanation": "Liest Inhalte per Sprachsynthese vor." }, + { "id": "c", "text": "Hochkontrast-Theme", "correct": false, "explanation": "Hilft bei eingeschränktem Sehvermögen, nicht bei Blindheit." }, + { "id": "d", "text": "Bildschirmtastatur", "correct": false, "explanation": "Hilft bei motorischen Einschränkungen." }, + { "id": "e", "text": "Maustasten", "correct": false, "explanation": "Hilft bei motorischen Einschränkungen." } + ], + "explanation": "Barrierefreiheit unterscheidet Seh-, Hör- und motorische Einschränkungen; die Hilfen sind entsprechend verschieden.", + "references": ["LPI 102-500 Objective 106.3"] + } + ] +} diff --git a/simulator/data/lpic1_102/questions_107_set2.json b/simulator/data/lpic1_102/questions_107_set2.json new file mode 100644 index 0000000..d31c168 --- /dev/null +++ b/simulator/data/lpic1_102/questions_107_set2.json @@ -0,0 +1,337 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_107_set2.json", + "brief": "Zweiter Fragensatz zu Topic 107 Administrative Aufgaben (LPIC-1 102-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-102", + "questions": [ + { + "id": "107.1-009", + "objective": "107.1", + "type": "single", + "difficulty": 1, + "question": "Welcher Eintrag in `/etc/group` ist korrekt aufgebaut?", + "options": [ + { "id": "a", "text": "`docker:x:998:anna,bob`", "correct": true, "explanation": "Name, Passwortplatzhalter, GID, Mitglieder durch Komma getrennt." }, + { "id": "b", "text": "`docker:998:anna,bob`", "correct": false, "explanation": "Es fehlt das Passwortfeld; die Datei hat vier Felder." }, + { "id": "c", "text": "`docker:x:998:anna bob`", "correct": false, "explanation": "Mitglieder werden durch Kommas getrennt, nicht durch Leerzeichen." }, + { "id": "d", "text": "`998:docker:x:anna,bob`", "correct": false, "explanation": "Der Gruppenname steht im ersten Feld, die GID im dritten." }, + { "id": "e", "text": "`docker:x:anna,bob:998`", "correct": false, "explanation": "Die GID steht vor der Mitgliederliste." } + ], + "explanation": "In der Mitgliederliste stehen nur Zusatzmitglieder; wer die Gruppe als primäre Gruppe hat, steht über die GID in `/etc/passwd`.", + "references": ["man 5 group"] + }, + { + "id": "107.1-010", + "objective": "107.1", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (mit Argument) zeigt UID, primäre GID und alle Gruppen des Benutzers `anna`?", + "answers": ["id anna"], + "explanation": "Ausgabe z. B. `uid=1001(anna) gid=1001(anna) groups=1001(anna),998(docker)`. `groups anna` zeigt nur die Gruppennamen.", + "references": ["man 1 id"] + }, + { + "id": "107.1-011", + "objective": "107.1", + "type": "single", + "difficulty": 1, + "question": "Wie legt man die Gruppe `projekt` mit der GID 1500 an?", + "options": [ + { "id": "a", "text": "`groupadd -g 1500 projekt`", "correct": true, "explanation": "`-g` legt die GID fest." }, + { "id": "b", "text": "`groupadd projekt 1500`", "correct": false, "explanation": "`groupadd` erwartet nur den Gruppennamen als Argument." }, + { "id": "c", "text": "`groupmod -g 1500 projekt`", "correct": false, "explanation": "`groupmod` ändert eine **bestehende** Gruppe." }, + { "id": "d", "text": "`newgrp -g 1500 projekt`", "correct": false, "explanation": "`newgrp` wechselt die aktive Gruppe der Shell." }, + { "id": "e", "text": "`useradd -g 1500 projekt`", "correct": false, "explanation": "Legt einen **Benutzer** `projekt` mit primärer Gruppe 1500 an." } + ], + "explanation": "Systemgruppen: `groupadd -r`. Umbenennen: `groupmod -n neu alt`.", + "references": ["man 8 groupadd"] + }, + { + "id": "107.1-012", + "objective": "107.1", + "type": "single", + "difficulty": 2, + "question": "Das Konto `backup` soll für Dienste und Dateibesitz erhalten bleiben, aber **keine interaktive Anmeldung** mehr erlauben. Was ist geeignet?", + "options": [ + { "id": "a", "text": "`usermod -s /usr/sbin/nologin backup`", "correct": true, "explanation": "Bei der Anmeldung startet `nologin`, gibt eine Meldung aus und beendet sich." }, + { "id": "b", "text": "`userdel backup`", "correct": false, "explanation": "Löscht das Konto; Dateien gehören danach einer „verwaisten“ UID." }, + { "id": "c", "text": "`passwd -d backup`", "correct": false, "explanation": "Löscht das Passwort – je nach Konfiguration wird die Anmeldung damit sogar einfacher." }, + { "id": "d", "text": "`usermod -G nologin backup`", "correct": false, "explanation": "Setzt die Zusatzgruppe `nologin`, die es normalerweise nicht gibt." }, + { "id": "e", "text": "`chage -M 0 backup`", "correct": false, "explanation": "Erzwingt nur eine sofortige Passwortänderung." } + ], + "explanation": "Systemkonten erhalten typischerweise `/usr/sbin/nologin` oder `/bin/false` als Shell.", + "references": ["man 8 nologin", "man 8 usermod"] + }, + { + "id": "107.1-013", + "objective": "107.1", + "type": "multi", + "difficulty": 1, + "question": "Mit welchen Befehlen ändert man die Login-Shell eines Benutzers?", + "options": [ + { "id": "a", "text": "`chsh -s /bin/zsh anna`", "correct": true, "explanation": "`chsh` ändert die Shell; normale Benutzer dürfen ihre eigene ändern (auf Shells aus `/etc/shells`)." }, + { "id": "b", "text": "`usermod -s /bin/zsh anna`", "correct": true, "explanation": "`usermod -s` setzt das siebte Feld in `/etc/passwd` (nur root)." }, + { "id": "c", "text": "`chfn -s /bin/zsh anna`", "correct": false, "explanation": "`chfn` ändert die GECOS-Angaben (Name, Telefon)." }, + { "id": "d", "text": "`usermod -c /bin/zsh anna`", "correct": false, "explanation": "`-c` setzt den Kommentar (GECOS)." }, + { "id": "e", "text": "`chage -s /bin/zsh anna`", "correct": false, "explanation": "`chage` verwaltet die Passwort-Alterung." } + ], + "explanation": "`/etc/shells` listet die gültigen Login-Shells.", + "references": ["man 1 chsh"] + }, + { + "id": "107.1-014", + "objective": "107.1", + "type": "single", + "difficulty": 2, + "question": "In welcher Datei stehen u. a. die UID-Bereiche für normale Benutzer (`UID_MIN`, `UID_MAX`) und Standardwerte der Passwort-Alterung (`PASS_MAX_DAYS`)?", + "options": [ + { "id": "a", "text": "`/etc/login.defs`", "correct": true, "explanation": "Sie gilt für `useradd`, `groupadd`, `passwd` und weitere Shadow-Werkzeuge." }, + { "id": "b", "text": "`/etc/default/useradd`", "correct": false, "explanation": "Enthält Vorgaben wie `SHELL`, `HOME`, `SKEL`, aber keine UID-Bereiche." }, + { "id": "c", "text": "`/etc/security/limits.conf`", "correct": false, "explanation": "Legt Ressourcenlimits pro Benutzer fest." }, + { "id": "d", "text": "`/etc/shells`", "correct": false, "explanation": "Listet erlaubte Login-Shells." }, + { "id": "e", "text": "`/etc/pam.d/passwd`", "correct": false, "explanation": "PAM-Konfiguration für das Programm `passwd`." } + ], + "explanation": "Die Alterungswerte aus `login.defs` gelten nur für neu angelegte Konten; bestehende ändert man mit `chage`.", + "references": ["man 5 login.defs"] + }, + { + "id": "107.1-015", + "objective": "107.1", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (mit Option und Benutzername) zeigt die Passwort-Alterungsdaten des Benutzers `anna` an?", + "answers": ["chage -l anna", "chage --list anna"], + "explanation": "Zeigt letzte Änderung, Ablauf von Passwort und Konto sowie Mindest-/Höchstdauer und Warnzeit.", + "references": ["man 1 chage"] + }, + { + "id": "107.1-016", + "objective": "107.1", + "type": "single", + "difficulty": 1, + "question": "Welche Datei enthält Gruppenpasswörter und die Gruppenadministratoren?", + "options": [ + { "id": "a", "text": "`/etc/gshadow`", "correct": true, "explanation": "Felder: Name, Passwort, Administratoren, Mitglieder; nur für root lesbar." }, + { "id": "b", "text": "`/etc/group`", "correct": false, "explanation": "Enthält GID und Mitglieder, im Passwortfeld nur `x`." }, + { "id": "c", "text": "`/etc/shadow`", "correct": false, "explanation": "Enthält die Passwörter der **Benutzer**." }, + { "id": "d", "text": "`/etc/sudoers`", "correct": false, "explanation": "Regelt sudo-Berechtigungen." }, + { "id": "e", "text": "`/etc/groups`", "correct": false, "explanation": "Diese Datei gibt es nicht." } + ], + "explanation": "Gruppenadministratoren verwalten Mitglieder mit `gpasswd -a/-d`. Gruppenpasswörter werden kaum noch genutzt.", + "references": ["man 5 gshadow", "man 1 gpasswd"] + }, + { + "id": "107.1-017", + "objective": "107.1", + "type": "multi", + "difficulty": 2, + "question": "Was geschieht bei `userdel anna` **ohne** weitere Optionen?", + "options": [ + { "id": "a", "text": "Die Einträge von `anna` in `/etc/passwd` und `/etc/shadow` werden entfernt.", "correct": true, "explanation": "Das Konto selbst wird gelöscht." }, + { "id": "b", "text": "Das Home-Verzeichnis `/home/anna` bleibt erhalten.", "correct": true, "explanation": "Erst `-r` entfernt Home-Verzeichnis und Mail-Spool." }, + { "id": "c", "text": "Alle Dateien von `anna` im gesamten System werden gelöscht.", "correct": false, "explanation": "Dateien außerhalb des Homes bleiben immer erhalten – mit `find / -nouser` findet man sie." }, + { "id": "d", "text": "Laufende Prozesse von `anna` werden automatisch beendet.", "correct": false, "explanation": "`userdel` verweigert das Löschen, solange der Benutzer angemeldet ist (`-f` erzwingt)." }, + { "id": "e", "text": "Die gleichnamige private Gruppe bleibt in jedem Fall bestehen.", "correct": false, "explanation": "Mit `USERGROUPS_ENAB yes` wird sie mitgelöscht, sofern sie nicht anderweitig genutzt wird." } + ], + "explanation": "Vor dem Löschen eines Kontos Dateien sichern oder neu zuordnen; verwaiste Dateien zeigen `find / -nouser -o -nogroup`.", + "references": ["man 8 userdel"] + }, + { + "id": "107.2-007", + "objective": "107.2", + "type": "single", + "difficulty": 1, + "question": "Welche crontab-Kurzschreibweise führt einen Befehl einmal nach **jedem Systemstart** aus?", + "options": [ + { "id": "a", "text": "`@reboot`", "correct": true, "explanation": "Läuft einmal, wenn der cron-Daemon startet." }, + { "id": "b", "text": "`@daily`", "correct": false, "explanation": "Entspricht `0 0 * * *` (täglich um Mitternacht)." }, + { "id": "c", "text": "`@boot`", "correct": false, "explanation": "Diese Kurzschreibweise gibt es nicht." }, + { "id": "d", "text": "`@startup`", "correct": false, "explanation": "Diese Kurzschreibweise gibt es nicht." }, + { "id": "e", "text": "`0 0 * * 0`", "correct": false, "explanation": "Sonntags um Mitternacht (`@weekly`)." } + ], + "explanation": "Kurzschreibweisen: `@reboot`, `@yearly`, `@monthly`, `@weekly`, `@daily`, `@hourly`.", + "references": ["man 5 crontab"] + }, + { + "id": "107.2-008", + "objective": "107.2", + "type": "fill", + "difficulty": 2, + "question": "Geben Sie die fünf crontab-Zeitfelder ein, mit denen ein Job **alle 15 Minuten** läuft.", + "answers": ["*/15 * * * *", "0,15,30,45 * * * *", "0-59/15 * * * *"], + "explanation": "`*/15` im Minutenfeld bedeutet „jede 15. Minute“ (0, 15, 30, 45).", + "references": ["man 5 crontab"] + }, + { + "id": "107.2-009", + "objective": "107.2", + "type": "single", + "difficulty": 1, + "question": "Wie löscht man den anstehenden at-Auftrag mit der Nummer 7?", + "options": [ + { "id": "a", "text": "`atrm 7`", "correct": true, "explanation": "`atrm` entfernt at-Aufträge anhand der Nummer aus `atq`." }, + { "id": "b", "text": "`atq 7`", "correct": false, "explanation": "`atq` listet nur die Warteschlange." }, + { "id": "c", "text": "`crontab -r 7`", "correct": false, "explanation": "`crontab -r` löscht die **gesamte** crontab des Benutzers – Vorsicht!" }, + { "id": "d", "text": "`kill 7`", "correct": false, "explanation": "Sendet ein Signal an den Prozess mit PID 7." }, + { "id": "e", "text": "`at -l 7`", "correct": false, "explanation": "`at -l` entspricht `atq` und listet Aufträge." } + ], + "explanation": "`at -c 7` zeigt den Inhalt des Auftrags. `at -d 7` ist gleichbedeutend mit `atrm 7`.", + "references": ["man 1 at"] + }, + { + "id": "107.2-010", + "objective": "107.2", + "type": "single", + "difficulty": 2, + "question": "Ein systemd-Timer soll eine Ausführung **nachholen**, die verpasst wurde, weil der Rechner ausgeschaltet war. Welche Einstellung im `[Timer]`-Abschnitt sorgt dafür?", + "options": [ + { "id": "a", "text": "`Persistent=true`", "correct": true, "explanation": "Der Zeitpunkt der letzten Ausführung wird gespeichert; Verpasstes läuft nach dem Start." }, + { "id": "b", "text": "`OnBootSec=0`", "correct": false, "explanation": "Startet nach jedem Boot, unabhängig vom Kalender." }, + { "id": "c", "text": "`AccuracySec=1s`", "correct": false, "explanation": "Legt nur die Genauigkeit des Auslösezeitpunkts fest." }, + { "id": "d", "text": "`WakeSystem=true`", "correct": false, "explanation": "Weckt das System aus dem Ruhezustand; ein ausgeschaltetes System hilft das nicht." }, + { "id": "e", "text": "`RemainAfterElapse=true`", "correct": false, "explanation": "Lässt den Timer nach Ablauf geladen; mit Nachholen hat das nichts zu tun." } + ], + "explanation": "Klassisch erfüllt `anacron` diese Aufgabe für tägliche/wöchentliche cron-Jobs.", + "references": ["man 5 systemd.timer"] + }, + { + "id": "107.2-011", + "objective": "107.2", + "type": "single", + "difficulty": 2, + "question": "Welcher Befehl führt `/usr/local/bin/sync.sh` **einmalig in 30 Minuten** als transiente systemd-Unit aus?", + "options": [ + { "id": "a", "text": "`systemd-run --on-active=30m /usr/local/bin/sync.sh`", "correct": true, "explanation": "`systemd-run` erzeugt Timer und Service vorübergehend; `--on-active` zählt ab jetzt." }, + { "id": "b", "text": "`systemd-run --on-calendar=30m /usr/local/bin/sync.sh`", "correct": false, "explanation": "`--on-calendar` erwartet einen Kalenderausdruck wie `*-*-* 02:00`, keine Zeitspanne." }, + { "id": "c", "text": "`systemctl start --in 30m /usr/local/bin/sync.sh`", "correct": false, "explanation": "`systemctl start` kennt keine Verzögerung und startet nur Units." }, + { "id": "d", "text": "`at --systemd 30m /usr/local/bin/sync.sh`", "correct": false, "explanation": "`at` hat keine solche Option; richtig wäre `echo /usr/local/bin/sync.sh | at now + 30 minutes`." }, + { "id": "e", "text": "`timedatectl run 30m /usr/local/bin/sync.sh`", "correct": false, "explanation": "`timedatectl` verwaltet Uhrzeit und Zeitzone." } + ], + "explanation": "Transiente Timer erscheinen in `systemctl list-timers` und verschwinden nach Ausführung.", + "references": ["man 1 systemd-run"] + }, + { + "id": "107.2-012", + "objective": "107.2", + "type": "multi", + "difficulty": 2, + "question": "Welche Werte sind gültige `OnCalendar=`-Angaben in einer systemd-Timer-Unit?", + "options": [ + { "id": "a", "text": "`daily`", "correct": true, "explanation": "Kurzform für `*-*-* 00:00:00`." }, + { "id": "b", "text": "`Mon *-*-* 02:30:00`", "correct": true, "explanation": "Wochentag, Datum (Jahr-Monat-Tag), Uhrzeit." }, + { "id": "c", "text": "`*/15 * * * *`", "correct": false, "explanation": "Das ist crontab-Syntax; systemd schreibt z. B. `*:0/15`." }, + { "id": "d", "text": "`every 5 minutes`", "correct": false, "explanation": "Freitext versteht systemd nicht." }, + { "id": "e", "text": "`30 2 * * 1`", "correct": false, "explanation": "crontab-Syntax, nicht systemd." } + ], + "explanation": "Prüfen und Vorschau: `systemd-analyze calendar \"Mon *-*-* 02:30:00\"`.", + "references": ["man 7 systemd.time"] + }, + { + "id": "107.2-013", + "objective": "107.2", + "type": "fill", + "difficulty": 2, + "question": "Mit welchem `crontab`-Aufruf zeigt root die crontab des Benutzers `bob` an?", + "answers": ["crontab -l -u bob", "crontab -u bob -l"], + "explanation": "`-u` wählt den Benutzer; mit `-e` bearbeitet root fremde crontabs.", + "references": ["man 1 crontab"] + }, + { + "id": "107.3-005", + "objective": "107.3", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl listet alle auf dem System verfügbaren (erzeugten) Locales auf?", + "options": [ + { "id": "a", "text": "`locale -a`", "correct": true, "explanation": "`-a` (all) listet z. B. `C.UTF-8`, `de_DE.utf8`, `en_US.utf8`." }, + { "id": "b", "text": "`locale`", "correct": false, "explanation": "Zeigt nur die aktuell wirksamen Einstellungen." }, + { "id": "c", "text": "`localectl list-keymaps`", "correct": false, "explanation": "Listet Tastaturbelegungen." }, + { "id": "d", "text": "`iconv -l`", "correct": false, "explanation": "Listet Zeichenkodierungen, keine Locales." }, + { "id": "e", "text": "`ls /etc/locale`", "correct": false, "explanation": "Kein Standardort für Locales." } + ], + "explanation": "Fehlende Locales erzeugt man unter Debian mit `locale-gen` bzw. `dpkg-reconfigure locales`. Systemweite Vorgabe: `localectl set-locale LANG=de_DE.UTF-8`.", + "references": ["man 1 locale"] + }, + { + "id": "107.3-006", + "objective": "107.3", + "type": "fill", + "difficulty": 1, + "question": "Welcher Befehl (nur der Name) zeigt die aktuell wirksamen Locale-Einstellungen (`LANG`, `LC_*`) an?", + "answers": ["locale"], + "explanation": "Werte in Anführungszeichen sind abgeleitet (aus `LANG` bzw. `LC_ALL`), nicht ausdrücklich gesetzt.", + "references": ["man 1 locale"] + }, + { + "id": "107.3-007", + "objective": "107.3", + "type": "single", + "difficulty": 2, + "question": "Was ist `/etc/localtime` auf den meisten aktuellen Linux-Systemen?", + "options": [ + { "id": "a", "text": "Ein symbolischer Link auf eine Zeitzonendatei unter `/usr/share/zoneinfo/`", "correct": true, "explanation": "z. B. `/etc/localtime -> /usr/share/zoneinfo/Europe/Berlin`." }, + { "id": "b", "text": "Eine Textdatei mit dem Namen der Zeitzone", "correct": false, "explanation": "Das ist `/etc/timezone` (Debian)." }, + { "id": "c", "text": "Die Konfiguration der Hardware-Uhr (UTC oder Ortszeit)", "correct": false, "explanation": "Das steht in `/etc/adjtime`." }, + { "id": "d", "text": "Eine Protokolldatei der Zeitsynchronisation", "correct": false, "explanation": "Keine Protokolldatei." }, + { "id": "e", "text": "Ein Kernelparameter unter `/proc`", "correct": false, "explanation": "`/etc` liegt auf der Festplatte, nicht im procfs." } + ], + "explanation": "Die Zeitzonendaten (tzdata) liegen binär unter `/usr/share/zoneinfo/`.", + "references": ["man 5 localtime"] + }, + { + "id": "107.3-008", + "objective": "107.3", + "type": "single", + "difficulty": 1, + "question": "Wie zeigt man **einmalig** die aktuelle Uhrzeit in New York an, ohne die Zeitzone des Systems zu ändern?", + "options": [ + { "id": "a", "text": "`TZ=America/New_York date`", "correct": true, "explanation": "`TZ` gilt hier nur für diesen einen Aufruf von `date`." }, + { "id": "b", "text": "`timedatectl set-timezone America/New_York`", "correct": false, "explanation": "Ändert die Zeitzone des Systems dauerhaft." }, + { "id": "c", "text": "`LC_TIME=America/New_York date`", "correct": false, "explanation": "`LC_TIME` steuert nur das Format, nicht die Zeitzone." }, + { "id": "d", "text": "`date -u`", "correct": false, "explanation": "Zeigt UTC an." }, + { "id": "e", "text": "`hwclock --localtime`", "correct": false, "explanation": "Betrifft die Interpretation der Hardware-Uhr." } + ], + "explanation": "Gültige Namen liefert `timedatectl list-timezones` oder `tzselect`.", + "references": ["man 1 date", "man 3 tzset"] + }, + { + "id": "107.3-009", + "objective": "107.3", + "type": "single", + "difficulty": 1, + "question": "Welche Locale-Kategorie bestimmt das **Format von Datum und Uhrzeit**?", + "options": [ + { "id": "a", "text": "`LC_TIME`", "correct": true, "explanation": "z. B. `30.10.2026` bei `de_DE` statt `10/30/2026` bei `en_US`." }, + { "id": "b", "text": "`LC_NUMERIC`", "correct": false, "explanation": "Dezimal- und Tausendertrennzeichen." }, + { "id": "c", "text": "`LC_COLLATE`", "correct": false, "explanation": "Sortierreihenfolge." }, + { "id": "d", "text": "`LC_MESSAGES`", "correct": false, "explanation": "Sprache der Programmmeldungen." }, + { "id": "e", "text": "`LC_CTYPE`", "correct": false, "explanation": "Zeichenklassen und Zeichensatz." } + ], + "explanation": "Weitere: `LC_MONETARY` (Währung), `LC_PAPER`, `LC_MEASUREMENT`.", + "references": ["man 7 locale"] + }, + { + "id": "107.3-010", + "objective": "107.3", + "type": "multi", + "difficulty": 2, + "question": "Welche Werkzeuge helfen, die **Zeitzone** auszuwählen bzw. einzustellen?", + "options": [ + { "id": "a", "text": "`tzselect`", "correct": true, "explanation": "Interaktive Auswahl; gibt den passenden `TZ`-Wert aus." }, + { "id": "b", "text": "`dpkg-reconfigure tzdata`", "correct": true, "explanation": "Debian: setzt `/etc/timezone` und `/etc/localtime`." }, + { "id": "c", "text": "`locale-gen`", "correct": false, "explanation": "Erzeugt Locales." }, + { "id": "d", "text": "`iconv`", "correct": false, "explanation": "Konvertiert Zeichenkodierungen." }, + { "id": "e", "text": "`localectl set-locale`", "correct": false, "explanation": "Setzt die systemweite Locale, nicht die Zeitzone." } + ], + "explanation": "Mit systemd: `timedatectl set-timezone `.", + "references": ["man 8 tzselect"] + } + ] +} diff --git a/simulator/data/lpic1_102/questions_108_set2.json b/simulator/data/lpic1_102/questions_108_set2.json new file mode 100644 index 0000000..41a7aa1 --- /dev/null +++ b/simulator/data/lpic1_102/questions_108_set2.json @@ -0,0 +1,321 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_108_set2.json", + "brief": "Zweiter Fragensatz zu Topic 108 Grundlegende Systemdienste (LPIC-1 102-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-102", + "questions": [ + { + "id": "108.1-005", + "objective": "108.1", + "type": "fill", + "difficulty": 2, + "question": "Welche Option von `hwclock` überträgt die Zeit der Hardware-Uhr in die Systemzeit? (nur die Option)", + "answers": ["--hctosys", "-s"], + "explanation": "hardware clock to system: wird typischerweise beim Start ausgeführt. Gegenrichtung: `--systohc` (`-w`).", + "references": ["man 8 hwclock"] + }, + { + "id": "108.1-006", + "objective": "108.1", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl gibt das heutige Datum im Format `2026-10-30` aus?", + "options": [ + { "id": "a", "text": "`date +%F`", "correct": true, "explanation": "`%F` entspricht `%Y-%m-%d`." }, + { "id": "b", "text": "`date +%D`", "correct": false, "explanation": "`%D` ergibt `10/30/26`." }, + { "id": "c", "text": "`date +%T`", "correct": false, "explanation": "`%T` ist die Uhrzeit `%H:%M:%S`." }, + { "id": "d", "text": "`date +%d.%m.%Y`", "correct": false, "explanation": "Ergibt `30.10.2026`." }, + { "id": "e", "text": "`date -u`", "correct": false, "explanation": "Zeigt Datum und Uhrzeit in UTC im Standardformat." } + ], + "explanation": "Typisch für Dateinamen: `backup_$(date +%F).tar.gz`. Uhrzeit stellen: `date -s` bzw. `timedatectl set-time`.", + "references": ["man 1 date"] + }, + { + "id": "108.1-007", + "objective": "108.1", + "type": "single", + "difficulty": 2, + "question": "Mit welcher Zeile trägt man in der chrony-Konfiguration einen NTP-**Pool** als Zeitquelle ein?", + "options": [ + { "id": "a", "text": "`pool 2.debian.pool.ntp.org iburst`", "correct": true, "explanation": "`pool` löst den Namen in mehrere Server auf; `iburst` beschleunigt die erste Synchronisation." }, + { "id": "b", "text": "`NTP=2.debian.pool.ntp.org`", "correct": false, "explanation": "Das ist die Syntax von `/etc/systemd/timesyncd.conf`." }, + { "id": "c", "text": "`ntpserver = 2.debian.pool.ntp.org`", "correct": false, "explanation": "Keine gültige chrony-Direktive." }, + { "id": "d", "text": "`nameserver 2.debian.pool.ntp.org`", "correct": false, "explanation": "Syntax von `/etc/resolv.conf`." }, + { "id": "e", "text": "`server: 2.debian.pool.ntp.org`", "correct": false, "explanation": "chrony nutzt keinen Doppelpunkt; einzelne Server: `server iburst`." } + ], + "explanation": "Dieselbe Syntax (`server`, `pool`) verwendet auch der klassische ntpd in `/etc/ntp.conf`.", + "references": ["man 5 chrony.conf"] + }, + { + "id": "108.1-008", + "objective": "108.1", + "type": "single", + "difficulty": 2, + "question": "In welcher Datei konfiguriert man die NTP-Server für **systemd-timesyncd**?", + "options": [ + { "id": "a", "text": "`/etc/systemd/timesyncd.conf`", "correct": true, "explanation": "Abschnitt `[Time]`, z. B. `NTP=` und `FallbackNTP=`." }, + { "id": "b", "text": "`/etc/chrony/chrony.conf`", "correct": false, "explanation": "Konfiguration von chrony." }, + { "id": "c", "text": "`/etc/ntp.conf`", "correct": false, "explanation": "Konfiguration des klassischen ntpd." }, + { "id": "d", "text": "`/etc/adjtime`", "correct": false, "explanation": "Hält Drift und Modus (UTC/Ortszeit) der Hardware-Uhr." }, + { "id": "e", "text": "`/etc/systemd/journald.conf`", "correct": false, "explanation": "Konfiguration des Journals." } + ], + "explanation": "systemd-timesyncd ist ein reiner SNTP-Client; als Server für andere Rechner taugt er nicht.", + "references": ["man 5 timesyncd.conf"] + }, + { + "id": "108.1-009", + "objective": "108.1", + "type": "multi", + "difficulty": 2, + "question": "Mit welchen Befehlen prüft man, ob die Systemuhr synchronisiert ist bzw. wie groß die Abweichung ist?", + "options": [ + { "id": "a", "text": "`timedatectl`", "correct": true, "explanation": "Zeigt u. a. `System clock synchronized: yes/no` und `NTP service`." }, + { "id": "b", "text": "`chronyc tracking`", "correct": true, "explanation": "Zeigt Referenzquelle, Stratum und aktuelle Abweichung (System time offset)." }, + { "id": "c", "text": "`hwclock --systohc`", "correct": false, "explanation": "Schreibt die Systemzeit in die Hardware-Uhr, prüft nichts." }, + { "id": "d", "text": "`date -s \"12:00\"`", "correct": false, "explanation": "Stellt die Uhr manuell." }, + { "id": "e", "text": "`ntpdate pool.ntp.org`", "correct": false, "explanation": "Stellt die Uhr einmalig (veraltet); `ntpdate -q` würde nur abfragen." } + ], + "explanation": "Beim klassischen ntpd zeigt `ntpq -p` die Peers mit Offset und Jitter.", + "references": ["man 1 timedatectl", "man 1 chronyc"] + }, + { + "id": "108.2-007", + "objective": "108.2", + "type": "single", + "difficulty": 1, + "question": "Wie zeigt `journalctl` nur Meldungen mit Priorität **err und höher** an?", + "options": [ + { "id": "a", "text": "`journalctl -p err`", "correct": true, "explanation": "`-p` filtert nach Priorität; ein einzelner Wert schließt alle schwerwiegenderen ein." }, + { "id": "b", "text": "`journalctl -u err`", "correct": false, "explanation": "`-u` filtert nach Unit." }, + { "id": "c", "text": "`journalctl -t err`", "correct": false, "explanation": "`-t` filtert nach Syslog-Kennung (Identifier)." }, + { "id": "d", "text": "`journalctl -k err`", "correct": false, "explanation": "`-k` zeigt Kernel-Meldungen." }, + { "id": "e", "text": "`journalctl --grep err`", "correct": false, "explanation": "Durchsucht den Meldungstext nach „err“, unabhängig von der Priorität." } + ], + "explanation": "Prioritäten als Namen oder Zahlen 0 (emerg) bis 7 (debug); Bereich z. B. `-p warning..err`.", + "references": ["man 1 journalctl"] + }, + { + "id": "108.2-008", + "objective": "108.2", + "type": "fill", + "difficulty": 1, + "question": "Welche `journalctl`-Option zeigt nur Meldungen des **aktuellen Systemstarts**? (nur die Option)", + "answers": ["-b", "--boot", "-b 0"], + "explanation": "`-b -1` zeigt den vorherigen Start (persistentes Journal nötig); `--list-boots` listet alle.", + "references": ["man 1 journalctl"] + }, + { + "id": "108.2-009", + "objective": "108.2", + "type": "single", + "difficulty": 2, + "question": "Welcher Aufruf zeigt Journal-Meldungen vom 30.10.2026 zwischen 08:00 und 09:00 Uhr?", + "options": [ + { "id": "a", "text": "`journalctl --since \"2026-10-30 08:00\" --until \"2026-10-30 09:00\"`", "correct": true, "explanation": "`--since`/`--until` (`-S`/`-U`) begrenzen den Zeitraum." }, + { "id": "b", "text": "`journalctl --from 08:00 --to 09:00`", "correct": false, "explanation": "Diese Optionen gibt es nicht." }, + { "id": "c", "text": "`journalctl -b 2026-10-30 08:00-09:00`", "correct": false, "explanation": "`-b` erwartet eine Boot-ID oder einen Index." }, + { "id": "d", "text": "`journalctl -p 08:00..09:00`", "correct": false, "explanation": "`-p` filtert nach Priorität." }, + { "id": "e", "text": "`journalctl --date 30.10.2026`", "correct": false, "explanation": "Diese Option gibt es nicht." } + ], + "explanation": "Auch relative Angaben sind möglich: `--since \"1 hour ago\"`, `--since yesterday`.", + "references": ["man 1 journalctl"] + }, + { + "id": "108.2-010", + "objective": "108.2", + "type": "single", + "difficulty": 2, + "question": "Was bewirkt die rsyslog-Regel `*.* @@log.example.org:514`?", + "options": [ + { "id": "a", "text": "Alle Meldungen werden per **TCP** an `log.example.org` weitergeleitet.", "correct": true, "explanation": "`@@` steht für TCP." }, + { "id": "b", "text": "Alle Meldungen werden per UDP an `log.example.org` weitergeleitet.", "correct": false, "explanation": "UDP wäre ein einzelnes `@`." }, + { "id": "c", "text": "rsyslog empfängt Meldungen von `log.example.org`.", "correct": false, "explanation": "Empfang wird über Eingabemodule (`imtcp`/`imudp`) konfiguriert." }, + { "id": "d", "text": "Nur Fehler werden weitergeleitet.", "correct": false, "explanation": "`*.*` bedeutet alle Facilities und Prioritäten." }, + { "id": "e", "text": "Die Meldungen werden in eine Datei namens `log.example.org` geschrieben.", "correct": false, "explanation": "Dateiziele beginnen mit `/`." } + ], + "explanation": "Port 514 ist der Standard für syslog. Zentrale Protokollierung erschwert Angreifern das Verwischen von Spuren.", + "references": ["man 5 rsyslog.conf"] + }, + { + "id": "108.2-011", + "objective": "108.2", + "type": "single", + "difficulty": 1, + "question": "Welche syslog-Facilities sind für **eigene Anwendungen** frei verwendbar?", + "options": [ + { "id": "a", "text": "`local0` bis `local7`", "correct": true, "explanation": "Reserviert für lokale bzw. eigene Zwecke." }, + { "id": "b", "text": "`kern`", "correct": false, "explanation": "Für Kernel-Meldungen reserviert." }, + { "id": "c", "text": "`authpriv`", "correct": false, "explanation": "Für vertrauliche Authentifizierungsmeldungen." }, + { "id": "d", "text": "`mail`", "correct": false, "explanation": "Für das Mailsystem." }, + { "id": "e", "text": "`cron`", "correct": false, "explanation": "Für den cron-Daemon." } + ], + "explanation": "Beispiel: `logger -p local3.info \"Backup ok\"` und in rsyslog `local3.* /var/log/backup.log`.", + "references": ["man 3 syslog"] + }, + { + "id": "108.2-012", + "objective": "108.2", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zur Verwaltung des systemd-Journals treffen zu?", + "options": [ + { "id": "a", "text": "`journalctl --vacuum-time=2weeks` löscht archivierte Journal-Dateien, die älter als zwei Wochen sind.", "correct": true, "explanation": "Ebenso `--vacuum-size=` und `--vacuum-files=`." }, + { "id": "b", "text": "`journalctl --disk-usage` zeigt, wie viel Platz das Journal belegt.", "correct": true, "explanation": "Summe aus aktiven und archivierten Dateien." }, + { "id": "c", "text": "`journalctl --rotate` löscht alle Meldungen.", "correct": false, "explanation": "Rotiert nur: Die aktiven Dateien werden archiviert, neue begonnen." }, + { "id": "d", "text": "`journalctl -r` zeigt das Journal eines entfernten Rechners.", "correct": false, "explanation": "`-r` (reverse) zeigt die neuesten Meldungen zuerst." }, + { "id": "e", "text": "`systemd-cat` liest das Journal und gibt es aus.", "correct": false, "explanation": "`systemd-cat` schreibt die Ausgabe eines Befehls **ins** Journal." } + ], + "explanation": "Dauerhafte Grenzen: `SystemMaxUse=` und `MaxRetentionSec=` in `journald.conf`.", + "references": ["man 1 journalctl", "man 1 systemd-cat"] + }, + { + "id": "108.2-013", + "objective": "108.2", + "type": "fill", + "difficulty": 1, + "question": "Mit welchem `journalctl`-Aufruf (Befehl und Option) zeigt man nur die **Kernel-Meldungen** aus dem Journal?", + "answers": ["journalctl -k", "journalctl --dmesg"], + "explanation": "Entspricht inhaltlich `dmesg`, aber mit Zeitstempeln und Filtern des Journals; impliziert den aktuellen Boot.", + "references": ["man 1 journalctl"] + }, + { + "id": "108.3-005", + "objective": "108.3", + "type": "single", + "difficulty": 1, + "question": "Über welchen Port liefern MTAs E-Mails per SMTP **untereinander** aus?", + "options": [ + { "id": "a", "text": "25", "correct": true, "explanation": "Port 25/tcp: SMTP zwischen Mailservern." }, + { "id": "b", "text": "587", "correct": false, "explanation": "Submission: Einlieferung durch Mailprogramme (MUA) mit Authentifizierung." }, + { "id": "c", "text": "110", "correct": false, "explanation": "POP3 zum Abholen von Mails." }, + { "id": "d", "text": "143", "correct": false, "explanation": "IMAP zum Abholen bzw. Verwalten von Mails." }, + { "id": "e", "text": "993", "correct": false, "explanation": "IMAP über TLS." } + ], + "explanation": "Zusätzlich 465 (SMTPS, Submission über TLS). Viele Provider sperren ausgehenden Port 25 für Endkunden.", + "references": ["man 5 services"] + }, + { + "id": "108.3-006", + "objective": "108.3", + "type": "single", + "difficulty": 1, + "question": "Wie verschickt man auf der Befehlszeile den Inhalt von `bericht.txt` mit dem Betreff „Bericht“ an `anna@example.org`?", + "options": [ + { "id": "a", "text": "`mail -s \"Bericht\" anna@example.org < bericht.txt`", "correct": true, "explanation": "`mail` liest den Text von stdin; `-s` setzt den Betreff." }, + { "id": "b", "text": "`mailq -s \"Bericht\" anna@example.org < bericht.txt`", "correct": false, "explanation": "`mailq` zeigt nur die Warteschlange." }, + { "id": "c", "text": "`newaliases -s \"Bericht\" anna@example.org`", "correct": false, "explanation": "`newaliases` baut die Alias-Datenbank neu." }, + { "id": "d", "text": "`smtp anna@example.org bericht.txt`", "correct": false, "explanation": "Einen solchen Befehl gibt es standardmäßig nicht." }, + { "id": "e", "text": "`cat bericht.txt > anna@example.org`", "correct": false, "explanation": "Schreibt in eine **Datei** namens `anna@example.org`." } + ], + "explanation": "`mail` übergibt die Nachricht an den lokalen MTA (über dessen `sendmail`-Schnittstelle).", + "references": ["man 1 mail"] + }, + { + "id": "108.3-007", + "objective": "108.3", + "type": "fill", + "difficulty": 1, + "question": "In welcher Datei (vollständiger Pfad) stehen die systemweiten E-Mail-Aliase, z. B. `postmaster: root`?", + "answers": ["/etc/aliases"], + "explanation": "Nach Änderungen `newaliases` ausführen. Bei manchen Systemen liegt sie unter `/etc/mail/aliases`.", + "references": ["man 5 aliases"] + }, + { + "id": "108.3-008", + "objective": "108.3", + "type": "single", + "difficulty": 2, + "question": "Warum bringen Postfix und Exim einen Befehl `sendmail` mit, obwohl sie nicht Sendmail sind?", + "options": [ + { "id": "a", "text": "Aus Kompatibilität: Viele Programme übergeben Mails an `/usr/sbin/sendmail`.", "correct": true, "explanation": "Die Schnittstelle ist ein De-facto-Standard; cron, mail und Skripte nutzen sie." }, + { "id": "b", "text": "Weil Postfix intern den Sendmail-Daemon startet.", "correct": false, "explanation": "Postfix ist eine eigenständige Implementierung." }, + { "id": "c", "text": "Damit sie Mails per IMAP abholen können.", "correct": false, "explanation": "Abholen ist Aufgabe von IMAP-/POP3-Servern und Clients." }, + { "id": "d", "text": "Weil `sendmail` die Konfigurationsdatei `/etc/aliases` ersetzt.", "correct": false, "explanation": "`/etc/aliases` bleibt in Gebrauch." }, + { "id": "e", "text": "Es ist nur ein Symlink auf `mailq` ohne eigene Funktion.", "correct": false, "explanation": "Umgekehrt: `mailq` und `newaliases` sind oft Links auf `sendmail`." } + ], + "explanation": "`sendmail -bp` = `mailq`, `sendmail -bi` = `newaliases`, `sendmail -q` arbeitet die Warteschlange ab.", + "references": ["man 1 sendmail"] + }, + { + "id": "108.3-009", + "objective": "108.3", + "type": "multi", + "difficulty": 1, + "question": "Welche Aussagen zu MTA, MDA und MUA treffen zu?", + "options": [ + { "id": "a", "text": "Thunderbird ist ein Mail User Agent (MUA).", "correct": true, "explanation": "Programm zum Lesen und Schreiben von Mails." }, + { "id": "b", "text": "Ein MTA überträgt Mails per SMTP zwischen Servern.", "correct": true, "explanation": "z. B. Postfix, Exim, Sendmail." }, + { "id": "c", "text": "Dovecot ist ein MTA.", "correct": false, "explanation": "Dovecot ist ein IMAP-/POP3-Server (mit eigenem LDA)." }, + { "id": "d", "text": "Ein MUA stellt Mails standardmäßig direkt an fremde Mailserver zu.", "correct": false, "explanation": "Ein MUA übergibt an einen MTA (Submission), der zustellt." }, + { "id": "e", "text": "`mailq` verschickt Mails sofort.", "correct": false, "explanation": "`mailq` zeigt nur die Warteschlange." } + ], + "explanation": "Kette: MUA → MTA (Absender) → MTA (Empfänger) → MDA (lokale Zustellung) → Postfach → MUA.", + "references": ["LPI 102-500 Objective 108.3"] + }, + { + "id": "108.4-004", + "objective": "108.4", + "type": "single", + "difficulty": 2, + "question": "Wie legt ein Benutzer den Drucker `buero` als seinen **Standarddrucker** fest?", + "options": [ + { "id": "a", "text": "`lpoptions -d buero`", "correct": true, "explanation": "Schreibt den Standarddrucker in `~/.cups/lpoptions` (als root systemweit)." }, + { "id": "b", "text": "`lp -d buero`", "correct": false, "explanation": "Druckt stdin einmalig auf `buero`, ändert den Standard nicht." }, + { "id": "c", "text": "`lpq -d buero`", "correct": false, "explanation": "`lpq` zeigt die Warteschlange." }, + { "id": "d", "text": "`cupsenable -d buero`", "correct": false, "explanation": "`cupsenable` aktiviert einen Drucker." }, + { "id": "e", "text": "`lprm -d buero`", "correct": false, "explanation": "`lprm` entfernt Aufträge." } + ], + "explanation": "Systemweit als Administrator auch `lpadmin -d buero`. Die Variable `PRINTER` überschreibt den Standard für eine Sitzung.", + "references": ["man 1 lpoptions"] + }, + { + "id": "108.4-005", + "objective": "108.4", + "type": "fill", + "difficulty": 2, + "question": "Welcher System-V-Druckbefehl (nur der Name) entfernt Druckaufträge – das Gegenstück zu `lprm`?", + "answers": ["cancel"], + "explanation": "`cancel ` bzw. `cancel -a ` für alle Aufträge eines Druckers.", + "references": ["man 1 cancel"] + }, + { + "id": "108.4-006", + "objective": "108.4", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl zeigt alle Drucker mit ihrem Status und den Standarddrucker an?", + "options": [ + { "id": "a", "text": "`lpstat -p -d`", "correct": true, "explanation": "`-p` Druckerstatus, `-d` Standarddrucker; `lpstat -t` zeigt alles." }, + { "id": "b", "text": "`lpq -a`", "correct": false, "explanation": "Zeigt die Aufträge aller Warteschlangen." }, + { "id": "c", "text": "`lpinfo -v`", "correct": false, "explanation": "Listet verfügbare Geräte bzw. Backends für neue Drucker." }, + { "id": "d", "text": "`cupsctl`", "correct": false, "explanation": "Zeigt bzw. ändert Einstellungen des CUPS-Servers." }, + { "id": "e", "text": "`lpadmin -l`", "correct": false, "explanation": "`lpadmin` richtet Drucker ein; `-l` listet nichts." } + ], + "explanation": "Die Weboberfläche unter `http://localhost:631` zeigt dieselben Informationen.", + "references": ["man 1 lpstat"] + }, + { + "id": "108.4-007", + "objective": "108.4", + "type": "multi", + "difficulty": 2, + "question": "Druckaufträge für `buero` landen in der Warteschlange, werden aber nicht gedruckt. Welche Befehle helfen bei Diagnose bzw. Behebung?", + "options": [ + { "id": "a", "text": "`lpstat -t`", "correct": true, "explanation": "Zeigt Status aller Drucker (z. B. „disabled“) und Aufträge." }, + { "id": "b", "text": "`cupsenable buero`", "correct": true, "explanation": "Aktiviert einen angehaltenen Drucker wieder; danach wird gedruckt." }, + { "id": "c", "text": "`cupsreject buero`", "correct": false, "explanation": "Lässt den Drucker keine **neuen** Aufträge mehr annehmen." }, + { "id": "d", "text": "`lpadmin -x buero`", "correct": false, "explanation": "Löscht den Drucker." }, + { "id": "e", "text": "`lprm -`", "correct": false, "explanation": "Löscht alle eigenen Aufträge – behebt die Ursache nicht." } + ], + "explanation": "CUPS deaktiviert einen Drucker oft selbst nach Fehlern. Details stehen in `/var/log/cups/error_log`.", + "references": ["man 8 cupsenable", "man 1 lpstat"] + } + ] +} diff --git a/simulator/data/lpic1_102/questions_109_set2.json b/simulator/data/lpic1_102/questions_109_set2.json new file mode 100644 index 0000000..fa6dda3 --- /dev/null +++ b/simulator/data/lpic1_102/questions_109_set2.json @@ -0,0 +1,391 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_109_set2.json", + "brief": "Zweiter Fragensatz zu Topic 109 Netzwerkgrundlagen (LPIC-1 102-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-102", + "questions": [ + { + "id": "109.1-007", + "objective": "109.1", + "type": "single", + "difficulty": 2, + "question": "Wie lautet die Broadcast-Adresse des Netzes `192.0.2.64/26`?", + "options": [ + { "id": "a", "text": "`192.0.2.127`", "correct": true, "explanation": "/26 = Blöcke zu 64 Adressen: .64 bis .127; die letzte ist Broadcast." }, + { "id": "b", "text": "`192.0.2.63`", "correct": false, "explanation": "Broadcast des vorherigen Netzes `192.0.2.0/26`." }, + { "id": "c", "text": "`192.0.2.128`", "correct": false, "explanation": "Netzadresse des nächsten Blocks `192.0.2.128/26`." }, + { "id": "d", "text": "`192.0.2.255`", "correct": false, "explanation": "Broadcast eines `/24`." }, + { "id": "e", "text": "`192.0.2.64`", "correct": false, "explanation": "Das ist die Netzadresse." } + ], + "explanation": "Rechenweg: Blockgröße = 256 − 192 = 64. Netz = Vielfaches von 64, Broadcast = Netz + 63.", + "references": ["RFC 950"] + }, + { + "id": "109.1-008", + "objective": "109.1", + "type": "fill", + "difficulty": 1, + "question": "Welchen Port verwenden DNS-Anfragen standardmäßig? (nur die Zahl)", + "answers": ["53"], + "explanation": "Normale Anfragen über UDP 53; große Antworten und Zonentransfers über TCP 53.", + "references": ["man 5 services"] + }, + { + "id": "109.1-009", + "objective": "109.1", + "type": "single", + "difficulty": 1, + "question": "Welche Aussage über UDP trifft zu?", + "options": [ + { "id": "a", "text": "UDP ist verbindungslos und garantiert weder Zustellung noch Reihenfolge.", "correct": true, "explanation": "Geringer Overhead; Zuverlässigkeit muss die Anwendung selbst regeln." }, + { "id": "b", "text": "UDP baut Verbindungen mit einem Drei-Wege-Handshake auf.", "correct": false, "explanation": "Das ist TCP (SYN, SYN-ACK, ACK)." }, + { "id": "c", "text": "UDP sorgt für die richtige Reihenfolge der Pakete.", "correct": false, "explanation": "Das leistet TCP über Sequenznummern." }, + { "id": "d", "text": "UDP funktioniert nur mit IPv6.", "correct": false, "explanation": "UDP läuft über IPv4 und IPv6." }, + { "id": "e", "text": "`ping` verwendet UDP.", "correct": false, "explanation": "`ping` verwendet ICMP." } + ], + "explanation": "Typische UDP-Dienste: DNS, NTP, DHCP, syslog, SNMP.", + "references": ["RFC 768"] + }, + { + "id": "109.1-010", + "objective": "109.1", + "type": "single", + "difficulty": 2, + "question": "Welche Schreibweise ist die korrekte Kurzform von `2001:0db8:0000:0000:0000:0000:0000:0001`?", + "options": [ + { "id": "a", "text": "`2001:db8::1`", "correct": true, "explanation": "Führende Nullen je Gruppe entfallen, die längste Nullfolge wird einmal durch `::` ersetzt." }, + { "id": "b", "text": "`2001:db8:1`", "correct": false, "explanation": "Ohne `::` fehlen fünf Gruppen – die Adresse wäre unvollständig." }, + { "id": "c", "text": "`2001::db8::1`", "correct": false, "explanation": "`::` darf nur einmal vorkommen." }, + { "id": "d", "text": "`2001:db8:0:1`", "correct": false, "explanation": "Nur vier Gruppen, ohne `::` – ungültig." }, + { "id": "e", "text": "`21:db8::1`", "correct": false, "explanation": "Nur **führende** Nullen dürfen entfallen; in `2001` sind keine." } + ], + "explanation": "`2001:db8::/32` ist für Dokumentation reserviert – wie `192.0.2.0/24` bei IPv4.", + "references": ["RFC 5952"] + }, + { + "id": "109.1-011", + "objective": "109.1", + "type": "single", + "difficulty": 2, + "question": "Welches IPv6-Präfix ist für **Unique Local Addresses** reserviert (vergleichbar mit privaten IPv4-Netzen)?", + "options": [ + { "id": "a", "text": "`fc00::/7`", "correct": true, "explanation": "In der Praxis `fd00::/8` mit zufälliger 40-Bit-Global-ID." }, + { "id": "b", "text": "`fe80::/10`", "correct": false, "explanation": "Link-Local – nur auf dem eigenen Segment gültig." }, + { "id": "c", "text": "`2000::/3`", "correct": false, "explanation": "Global Unicast (öffentlich routbar)." }, + { "id": "d", "text": "`ff00::/8`", "correct": false, "explanation": "Multicast." }, + { "id": "e", "text": "`::1/128`", "correct": false, "explanation": "Loopback." } + ], + "explanation": "ULA werden im Internet nicht geroutet, eignen sich aber für interne Netze.", + "references": ["RFC 4193"] + }, + { + "id": "109.1-012", + "objective": "109.1", + "type": "multi", + "difficulty": 1, + "question": "Welche Protokolle arbeiten auf der **Transportschicht**?", + "options": [ + { "id": "a", "text": "TCP", "correct": true, "explanation": "Verbindungsorientiert, zuverlässig." }, + { "id": "b", "text": "UDP", "correct": true, "explanation": "Verbindungslos." }, + { "id": "c", "text": "ICMP", "correct": false, "explanation": "Gehört zur Vermittlungsschicht (IP)." }, + { "id": "d", "text": "IP", "correct": false, "explanation": "Vermittlungsschicht." }, + { "id": "e", "text": "ARP", "correct": false, "explanation": "Verbindet Sicherungs- und Vermittlungsschicht (IP → MAC)." } + ], + "explanation": "Ports gibt es nur auf der Transportschicht – deshalb haben ICMP-Nachrichten keine Portnummer.", + "references": ["RFC 1122"] + }, + { + "id": "109.1-013", + "objective": "109.1", + "type": "single", + "difficulty": 2, + "question": "Liegen die Adressen `192.0.2.10/26` und `192.0.2.70/26` im selben Subnetz?", + "options": [ + { "id": "a", "text": "Nein – `192.0.2.10` liegt in `192.0.2.0/26`, `192.0.2.70` in `192.0.2.64/26`.", "correct": true, "explanation": "/26 teilt das /24 in Blöcke .0–.63, .64–.127, .128–.191, .192–.255." }, + { "id": "b", "text": "Ja – beide liegen in `192.0.2.0/26`.", "correct": false, "explanation": "`192.0.2.0/26` reicht nur bis .63." }, + { "id": "c", "text": "Ja – ein /26 umfasst .0 bis .127.", "correct": false, "explanation": "Das wäre ein /25." }, + { "id": "d", "text": "Nein – weil `192.0.2.70` eine Broadcast-Adresse ist.", "correct": false, "explanation": "Broadcast des Blocks ist .127; .70 ist eine normale Host-Adresse." }, + { "id": "e", "text": "Das lässt sich ohne Angabe des Gateways nicht bestimmen.", "correct": false, "explanation": "Adresse und Präfix genügen." } + ], + "explanation": "Hosts in verschiedenen Subnetzen erreichen sich nur über einen Router.", + "references": ["RFC 950"] + }, + { + "id": "109.2-007", + "objective": "109.2", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl zeigt den Status aller Netzwerkgeräte, die NetworkManager verwaltet?", + "options": [ + { "id": "a", "text": "`nmcli device status`", "correct": true, "explanation": "Listet Gerät, Typ, Zustand (connected, disconnected, unmanaged) und Verbindung." }, + { "id": "b", "text": "`nmcli general hostname`", "correct": false, "explanation": "Zeigt bzw. setzt den Hostnamen." }, + { "id": "c", "text": "`nmcli connection reload`", "correct": false, "explanation": "Liest Verbindungsdateien neu ein." }, + { "id": "d", "text": "`ip route`", "correct": false, "explanation": "Zeigt die Routingtabelle des Kernels, nicht den NetworkManager-Status." }, + { "id": "e", "text": "`networkctl reload`", "correct": false, "explanation": "Gehört zu systemd-networkd." } + ], + "explanation": "Verbindungen (Profile): `nmcli connection show`; aktivieren mit `nmcli connection up `.", + "references": ["man 1 nmcli"] + }, + { + "id": "109.2-008", + "objective": "109.2", + "type": "fill", + "difficulty": 1, + "question": "Mit welchem Befehl (mit Argument) aktiviert man unter ifupdown die Schnittstelle `eth0` gemäß `/etc/network/interfaces`?", + "answers": ["ifup eth0"], + "explanation": "Gegenstück: `ifdown eth0`. Hinweis: ifupdown soll laut LPI künftig aus den Objectives entfallen.", + "references": ["man 8 ifup"] + }, + { + "id": "109.2-009", + "objective": "109.2", + "type": "single", + "difficulty": 2, + "question": "Wo und mit welcher Dateiendung legt man eine Schnittstellenkonfiguration für **systemd-networkd** ab?", + "options": [ + { "id": "a", "text": "`/etc/systemd/network/10-eth0.network`", "correct": true, "explanation": "Abschnitte `[Match]` (z. B. `Name=eth0`) und `[Network]` (`Address=`, `Gateway=`, `DNS=` oder `DHCP=yes`)." }, + { "id": "b", "text": "`/etc/network/interfaces.d/eth0.conf`", "correct": false, "explanation": "Gehört zu ifupdown." }, + { "id": "c", "text": "`/etc/NetworkManager/system-connections/eth0.nmconnection`", "correct": false, "explanation": "Verbindungsprofil von NetworkManager." }, + { "id": "d", "text": "`/etc/sysconfig/network-scripts/ifcfg-eth0`", "correct": false, "explanation": "Klassischer Ort der Red-Hat-Familie." }, + { "id": "e", "text": "`/etc/systemd/networkd.conf.d/eth0.service`", "correct": false, "explanation": "`.service`-Dateien sind Dienst-Units." } + ], + "explanation": "Status bei networkd: `networkctl list`, `networkctl status eth0`.", + "references": ["man 5 systemd.network"] + }, + { + "id": "109.2-010", + "objective": "109.2", + "type": "single", + "difficulty": 1, + "question": "Wie schaltet man die Schnittstelle `eth0` mit dem `ip`-Werkzeug ab?", + "options": [ + { "id": "a", "text": "`ip link set eth0 down`", "correct": true, "explanation": "`ip link set up|down` setzt den administrativen Zustand." }, + { "id": "b", "text": "`ip addr del eth0`", "correct": false, "explanation": "`ip addr del` erwartet eine Adresse und entfernt nur diese." }, + { "id": "c", "text": "`ip link eth0 off`", "correct": false, "explanation": "Falsche Syntax (fehlendes `set`, `off` statt `down`)." }, + { "id": "d", "text": "`ip route del eth0`", "correct": false, "explanation": "Entfernt Routen, nicht die Schnittstelle." }, + { "id": "e", "text": "`ifconfig eth0 off`", "correct": false, "explanation": "Bei ifconfig hieße es `ifconfig eth0 down`." } + ], + "explanation": "Die Änderung ist nicht dauerhaft; Netzwerkdienste können die Schnittstelle wieder aktivieren.", + "references": ["man 8 ip-link"] + }, + { + "id": "109.2-011", + "objective": "109.2", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu Hostnamen treffen zu?", + "options": [ + { "id": "a", "text": "`hostname -f` zeigt den vollqualifizierten Namen (FQDN).", "correct": true, "explanation": "Ermittelt über die Namensauflösung, z. B. `web01.example.org`." }, + { "id": "b", "text": "`hostnamectl` ohne Argumente zeigt u. a. den statischen Hostnamen, Betriebssystem und Kernel.", "correct": true, "explanation": "Entspricht `hostnamectl status`." }, + { "id": "c", "text": "`/etc/hostname` enthält die IP-Adresse des Rechners.", "correct": false, "explanation": "Sie enthält nur den Namen." }, + { "id": "d", "text": "Ein mit `hostname web02` gesetzter Name bleibt nach dem Neustart erhalten.", "correct": false, "explanation": "Nur bis zum Neustart; dauerhaft mit `hostnamectl set-hostname`." }, + { "id": "e", "text": "Ein Eintrag in `/etc/hosts` schaltet DNS für alle Namen ab.", "correct": false, "explanation": "`/etc/hosts` ergänzt nur einzelne Namen; die Reihenfolge regelt `nsswitch.conf`." } + ], + "explanation": "systemd unterscheidet statischen, transienten (z. B. per DHCP) und „pretty“ Hostnamen.", + "references": ["man 1 hostname", "man 1 hostnamectl"] + }, + { + "id": "109.2-012", + "objective": "109.2", + "type": "single", + "difficulty": 1, + "question": "Welches Programm ist ein **DHCP-Client**?", + "options": [ + { "id": "a", "text": "`dhclient`", "correct": true, "explanation": "Fordert Adresse, Gateway und DNS-Server beim DHCP-Server an." }, + { "id": "b", "text": "`dhcpd`", "correct": false, "explanation": "Der ISC-DHCP-**Server**." }, + { "id": "c", "text": "`named`", "correct": false, "explanation": "DNS-Server (BIND)." }, + { "id": "d", "text": "`ntpd`", "correct": false, "explanation": "NTP-Daemon." }, + { "id": "e", "text": "`sshd`", "correct": false, "explanation": "SSH-Server." } + ], + "explanation": "NetworkManager und systemd-networkd bringen eigene DHCP-Clients mit.", + "references": ["man 8 dhclient"] + }, + { + "id": "109.2-013", + "objective": "109.2", + "type": "single", + "difficulty": 2, + "question": "Wie verbindet man sich mit NetworkManager auf der Befehlszeile mit dem WLAN `Labor`?", + "options": [ + { "id": "a", "text": "`nmcli device wifi connect Labor password \"\"`", "correct": true, "explanation": "Legt ein Verbindungsprofil an und aktiviert es; `nmcli device wifi list` zeigt verfügbare Netze." }, + { "id": "b", "text": "`nmcli wifi join Labor`", "correct": false, "explanation": "Einen Unterbefehl `wifi join` gibt es nicht." }, + { "id": "c", "text": "`ip link set wlan0 ssid Labor`", "correct": false, "explanation": "`ip` konfiguriert keine WLAN-Verbindungen." }, + { "id": "d", "text": "`iwconfig connect Labor`", "correct": false, "explanation": "Falsche Syntax; `iwconfig` ist zudem veraltet und kann kein WPA." }, + { "id": "e", "text": "`hostnamectl wifi Labor`", "correct": false, "explanation": "`hostnamectl` verwaltet den Hostnamen." } + ], + "explanation": "Interaktiv geht es mit `nmtui`. Passwörter nicht in der Shell-History stehen lassen (`--ask`).", + "references": ["man 1 nmcli"] + }, + { + "id": "109.3-007", + "objective": "109.3", + "type": "single", + "difficulty": 1, + "question": "Welcher Aufruf sendet genau vier Echo Requests und beendet sich dann?", + "options": [ + { "id": "a", "text": "`ping -c 4 host01`", "correct": true, "explanation": "`-c` (count) begrenzt die Anzahl." }, + { "id": "b", "text": "`ping -n 4 host01`", "correct": false, "explanation": "`-n` ist bei Linux „numerische Ausgabe“; die Windows-Syntax hat hier keine Wirkung auf die Anzahl." }, + { "id": "c", "text": "`ping -i 4 host01`", "correct": false, "explanation": "`-i` setzt den Abstand zwischen Paketen in Sekunden." }, + { "id": "d", "text": "`ping -s 4 host01`", "correct": false, "explanation": "`-s` setzt die Nutzdatengröße." }, + { "id": "e", "text": "`ping -w 4 host01`", "correct": false, "explanation": "`-w` ist eine Gesamtzeitgrenze in Sekunden." } + ], + "explanation": "Ohne `-c` läuft ping unter Linux bis Strg+C. IPv6: `ping -6` bzw. `ping6`.", + "references": ["man 8 ping"] + }, + { + "id": "109.3-008", + "objective": "109.3", + "type": "fill", + "difficulty": 1, + "question": "Mit welchem `ip`-Aufruf (Befehl und Objekt) zeigt man die Neighbor-/ARP-Tabelle an?", + "answers": ["ip neigh", "ip neighbor", "ip neighbour", "ip n", "ip neigh show"], + "explanation": "Zeigt IP → MAC-Zuordnungen mit Zustand (REACHABLE, STALE, FAILED). Alt: `arp -n`.", + "references": ["man 8 ip-neighbour"] + }, + { + "id": "109.3-009", + "objective": "109.3", + "type": "single", + "difficulty": 2, + "question": "Welcher Befehl zeigt, über welche Route, welches Gateway und welche Schnittstelle Pakete zu `198.51.100.7` gesendet würden?", + "options": [ + { "id": "a", "text": "`ip route get 198.51.100.7`", "correct": true, "explanation": "Fragt die Routing-Entscheidung des Kernels für genau dieses Ziel ab." }, + { "id": "b", "text": "`ip route show 198.51.100.7`", "correct": false, "explanation": "Zeigt nur Routen, die exakt diesem Präfix entsprechen – meist keine." }, + { "id": "c", "text": "`ip addr get 198.51.100.7`", "correct": false, "explanation": "`ip addr` kennt kein `get`." }, + { "id": "d", "text": "`ping -r 198.51.100.7`", "correct": false, "explanation": "`-r` umgeht die Routingtabelle." }, + { "id": "e", "text": "`dig 198.51.100.7`", "correct": false, "explanation": "`dig` stellt DNS-Anfragen." } + ], + "explanation": "Hilfreich bei mehreren Schnittstellen oder VPNs, um die gewählte Quelladresse zu sehen.", + "references": ["man 8 ip-route"] + }, + { + "id": "109.3-010", + "objective": "109.3", + "type": "single", + "difficulty": 2, + "question": "Mit welchem Befehl lässt man netcat (OpenBSD-Variante) zu Testzwecken auf TCP-Port 4444 lauschen?", + "options": [ + { "id": "a", "text": "`nc -l 4444`", "correct": true, "explanation": "`-l` (listen); die traditionelle Variante erwartet `nc -l -p 4444`." }, + { "id": "b", "text": "`nc -z 4444`", "correct": false, "explanation": "`-z` prüft nur Verbindungen zu einem Ziel ohne Daten." }, + { "id": "c", "text": "`nc -u 4444`", "correct": false, "explanation": "`-u` wählt UDP; es fehlt das Lauschen und ein Ziel." }, + { "id": "d", "text": "`nc 4444`", "correct": false, "explanation": "`4444` würde als Hostname interpretiert." }, + { "id": "e", "text": "`nc -v 4444`", "correct": false, "explanation": "`-v` macht nur die Ausgabe ausführlicher." } + ], + "explanation": "Test zwischen zwei Rechnern: auf A `nc -l 4444`, auf B `nc A 4444` – getippter Text erscheint auf der Gegenseite.", + "references": ["man 1 nc"] + }, + { + "id": "109.3-011", + "objective": "109.3", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu `traceroute` und `tracepath` treffen zu?", + "options": [ + { "id": "a", "text": "`traceroute` sendet Pakete mit schrittweise steigender TTL.", "correct": true, "explanation": "Jeder Router, bei dem die TTL 0 erreicht, antwortet mit ICMP Time Exceeded und verrät sich so." }, + { "id": "b", "text": "`tracepath` benötigt keine Root-Rechte und ermittelt zusätzlich die Path-MTU.", "correct": true, "explanation": "Es nutzt UDP und wertet ICMP-Fehlermeldungen aus." }, + { "id": "c", "text": "`traceroute` funktioniert nur, wenn auf dem Ziel TCP-Port 80 offen ist.", "correct": false, "explanation": "Standardmäßig nutzt traceroute UDP auf hohe Ports; TCP ist nur eine Option (`-T`)." }, + { "id": "d", "text": "`traceroute` zeigt nur das Ziel, nicht die Zwischenstationen.", "correct": false, "explanation": "Genau die Zwischenstationen (Hops) sind der Zweck." }, + { "id": "e", "text": "Ein `* * *` bedeutet immer, dass das Ziel nicht erreichbar ist.", "correct": false, "explanation": "Nur, dass dieser Hop nicht antwortet (oft gefiltert); spätere Hops können trotzdem erscheinen." } + ], + "explanation": "`mtr` kombiniert traceroute und ping fortlaufend.", + "references": ["man 8 traceroute", "man 8 tracepath"] + }, + { + "id": "109.3-012", + "objective": "109.3", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl zeigt alle **bestehenden** TCP-Verbindungen mit numerischen Adressen und Ports?", + "options": [ + { "id": "a", "text": "`ss -tn`", "correct": true, "explanation": "Ohne `-l` oder `-a` zeigt `ss` die verbundenen (nicht lauschenden) Sockets." }, + { "id": "b", "text": "`ss -tln`", "correct": false, "explanation": "`-l` zeigt nur lauschende Sockets." }, + { "id": "c", "text": "`ss -un`", "correct": false, "explanation": "`-u` zeigt UDP-Sockets." }, + { "id": "d", "text": "`ip -s link`", "correct": false, "explanation": "Zeigt Schnittstellenstatistiken." }, + { "id": "e", "text": "`netstat -i`", "correct": false, "explanation": "Zeigt die Schnittstellentabelle mit Zählern." } + ], + "explanation": "Filter sind möglich: `ss -tn state established '( dport = :443 )'`.", + "references": ["man 8 ss"] + }, + { + "id": "109.3-013", + "objective": "109.3", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl zeigt die Adressen aller Schnittstellen kompakt in **je einer Zeile**?", + "options": [ + { "id": "a", "text": "`ip -br addr`", "correct": true, "explanation": "`-br` (brief): Name, Zustand, Adressen." }, + { "id": "b", "text": "`ip -s link`", "correct": false, "explanation": "Zeigt Statistiken der Schnittstellen." }, + { "id": "c", "text": "`ip route`", "correct": false, "explanation": "Zeigt die Routingtabelle." }, + { "id": "d", "text": "`ip neigh`", "correct": false, "explanation": "Zeigt die Neighbor-/ARP-Tabelle." }, + { "id": "e", "text": "`ss -a`", "correct": false, "explanation": "Zeigt alle Sockets." } + ], + "explanation": "Nur IPv4: `ip -4 -br addr`. Eigene Adressen schnell: `hostname -I`.", + "references": ["man 8 ip"] + }, + { + "id": "109.4-004", + "objective": "109.4", + "type": "single", + "difficulty": 2, + "question": "`/etc/resolv.conf` enthält `search example.org`. Was bewirkt das?", + "options": [ + { "id": "a", "text": "Kurze Namen wie `web01` werden zusätzlich als `web01.example.org` aufgelöst.", "correct": true, "explanation": "Die Suchdomäne wird an Namen ohne (ausreichend viele) Punkte angehängt." }, + { "id": "b", "text": "Nur Namen unter `example.org` dürfen aufgelöst werden.", "correct": false, "explanation": "`search` beschränkt nichts." }, + { "id": "c", "text": "`example.org` wird als DNS-Server verwendet.", "correct": false, "explanation": "DNS-Server stehen in `nameserver`-Zeilen (als IP-Adresse)." }, + { "id": "d", "text": "Der Hostname des Rechners wird auf `example.org` gesetzt.", "correct": false, "explanation": "Der Hostname steht in `/etc/hostname`." }, + { "id": "e", "text": "Anfragen nach `example.org` werden aus `/etc/hosts` beantwortet.", "correct": false, "explanation": "Die Reihenfolge der Quellen regelt `nsswitch.conf`." } + ], + "explanation": "Bis zu drei `nameserver`-Zeilen werden genutzt; `options timeout:2 attempts:2` steuert Wiederholungen.", + "references": ["man 5 resolv.conf"] + }, + { + "id": "109.4-005", + "objective": "109.4", + "type": "fill", + "difficulty": 2, + "question": "Welcher Befehl (mit Unterbefehl) zeigt bei **systemd-resolved** die verwendeten DNS-Server je Schnittstelle?", + "answers": ["resolvectl status", "resolvectl dns", "systemd-resolve --status"], + "explanation": "Bei systemd-resolved zeigt `/etc/resolv.conf` meist nur den lokalen Stub `127.0.0.53`.", + "references": ["man 1 resolvectl"] + }, + { + "id": "109.4-006", + "objective": "109.4", + "type": "single", + "difficulty": 1, + "question": "Welcher `dig`-Aufruf gibt für `example.org` **nur** die aufgelöste(n) Adresse(n) aus?", + "options": [ + { "id": "a", "text": "`dig +short example.org`", "correct": true, "explanation": "`+short` unterdrückt alle Abschnitte bis auf die Antwortdaten." }, + { "id": "b", "text": "`dig -x example.org`", "correct": false, "explanation": "`-x` macht eine Rückwärtsauflösung und erwartet eine IP-Adresse." }, + { "id": "c", "text": "`dig @short example.org`", "correct": false, "explanation": "`@` wählt den abzufragenden Server – hier einen namens `short`." }, + { "id": "d", "text": "`host -t short example.org`", "correct": false, "explanation": "`-t` erwartet einen Record-Typ wie `A`, `MX`, `AAAA`." }, + { "id": "e", "text": "`nslookup -short example.org`", "correct": false, "explanation": "`nslookup` kennt keine Option `-short`." } + ], + "explanation": "Record-Typ angeben: `dig example.org MX`, `dig AAAA example.org`. Bestimmten Server fragen: `dig @192.0.2.53 example.org`.", + "references": ["man 1 dig"] + }, + { + "id": "109.4-007", + "objective": "109.4", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zur clientseitigen Namensauflösung treffen zu?", + "options": [ + { "id": "a", "text": "`getent hosts web01` berücksichtigt die Reihenfolge aus `/etc/nsswitch.conf`, also auch `/etc/hosts`.", "correct": true, "explanation": "`getent` nutzt dieselbe Kette wie normale Programme." }, + { "id": "b", "text": "`dig -x 192.0.2.10` fragt den PTR-Eintrag (Rückwärtsauflösung) ab.", "correct": true, "explanation": "Abgefragt wird `10.2.0.192.in-addr.arpa`." }, + { "id": "c", "text": "`host -t MX example.org` liefert die A-Records von `example.org`.", "correct": false, "explanation": "Es liefert die **MX**-Records (Mailserver)." }, + { "id": "d", "text": "Mit `hosts: dns files` in `nsswitch.conf` wird `/etc/hosts` zuerst befragt.", "correct": false, "explanation": "Die Reihenfolge ist von links nach rechts: zuerst DNS." }, + { "id": "e", "text": "Beliebig viele `nameserver`-Zeilen in `/etc/resolv.conf` werden genutzt.", "correct": false, "explanation": "Die glibc nutzt höchstens drei." } + ], + "explanation": "Fehlersuche: `dig` (nur DNS) mit `getent hosts` (NSS) vergleichen.", + "references": ["man 5 nsswitch.conf", "man 1 dig"] + } + ] +} diff --git a/simulator/data/lpic1_102/questions_110_set2.json b/simulator/data/lpic1_102/questions_110_set2.json new file mode 100644 index 0000000..017fee8 --- /dev/null +++ b/simulator/data/lpic1_102/questions_110_set2.json @@ -0,0 +1,311 @@ +{ + "$schema": "../schema/questions.schema.json", + "format": "lpic-sim-questions", + "meta": { + "file": "questions_110_set2.json", + "brief": "Zweiter Fragensatz zu Topic 110 Sicherheit (LPIC-1 102-500, Objectives 5.0)", + "author": "Björn Runden ", + "owner": "Björn Runden ", + "assist": "KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden ", + "version": "0.1.0 (30.10.2026)" + }, + "exam": "lpic1-102", + "questions": [ + { + "id": "110.1-005", + "objective": "110.1", + "type": "multi", + "difficulty": 2, + "question": "`umount /mnt/usb` meldet „target is busy“. Mit welchen Befehlen findet man die Prozesse, die das Dateisystem noch verwenden?", + "options": [ + { "id": "a", "text": "`fuser -vm /mnt/usb`", "correct": true, "explanation": "`-m` betrachtet das ganze eingehängte Dateisystem, `-v` zeigt Benutzer, PID und Zugriffsart." }, + { "id": "b", "text": "`lsof /mnt/usb`", "correct": true, "explanation": "Für einen Einhängepunkt listet `lsof` alle offenen Dateien auf diesem Dateisystem." }, + { "id": "c", "text": "`df /mnt/usb`", "correct": false, "explanation": "Zeigt nur Belegung und Größe." }, + { "id": "d", "text": "`mount -l`", "correct": false, "explanation": "Listet eingehängte Dateisysteme mit Labels." }, + { "id": "e", "text": "`ps -m`", "correct": false, "explanation": "`-m` zeigt Threads, keine Dateibezüge." } + ], + "explanation": "Häufige Ursache: Eine Shell steht mit ihrem aktuellen Verzeichnis im Einhängepunkt. `fuser -km` beendet die Prozesse (Vorsicht).", + "references": ["man 1 fuser", "man 8 lsof"] + }, + { + "id": "110.1-006", + "objective": "110.1", + "type": "fill", + "difficulty": 2, + "question": "In welcher Datei (vollständiger Pfad) legt man über PAM dauerhafte Ressourcenlimits (wie bei `ulimit`) für Benutzer und Gruppen fest?", + "answers": ["/etc/security/limits.conf"], + "explanation": "Zeilen der Form ` `, z. B. `@studenten hard nproc 100`. Ergänzungen in `/etc/security/limits.d/`.", + "references": ["man 5 limits.conf"] + }, + { + "id": "110.1-007", + "objective": "110.1", + "type": "single", + "difficulty": 2, + "question": "Was erlaubt die sudoers-Zeile `bob ALL=(root) /usr/bin/systemctl restart nginx`?", + "options": [ + { "id": "a", "text": "`bob` darf auf allen Hosts genau diesen Befehl als root ausführen (mit seinem eigenen Passwort).", "correct": true, "explanation": "Aufbau: Benutzer Hosts=(Zielbenutzer) Befehle." }, + { "id": "b", "text": "`bob` darf alle Befehle als root ausführen.", "correct": false, "explanation": "Dafür stünde am Ende `ALL`." }, + { "id": "c", "text": "`bob` darf nginx ohne Passwort neu starten.", "correct": false, "explanation": "Ohne Passwortabfrage nur mit `NOPASSWD:` vor dem Befehl." }, + { "id": "d", "text": "root darf Befehle als `bob` ausführen.", "correct": false, "explanation": "Die Zeile berechtigt `bob`, nicht root." }, + { "id": "e", "text": "`bob` muss das root-Passwort eingeben.", "correct": false, "explanation": "sudo fragt standardmäßig das Passwort des **aufrufenden** Benutzers." } + ], + "explanation": "Gruppen beginnen mit `%`, z. B. `%admin ALL=(ALL:ALL) ALL`. Erlaubte Befehle zeigt `sudo -l`.", + "references": ["man 5 sudoers"] + }, + { + "id": "110.1-008", + "objective": "110.1", + "type": "single", + "difficulty": 1, + "question": "Was bewirkt `su - anna`?", + "options": [ + { "id": "a", "text": "Es startet eine Login-Shell als `anna` mit deren Umgebung und Home-Verzeichnis.", "correct": true, "explanation": "`-` (bzw. `-l`) simuliert eine vollständige Anmeldung." }, + { "id": "b", "text": "Es wechselt zu `anna`, behält aber Umgebung und Verzeichnis des Aufrufers.", "correct": false, "explanation": "Das macht `su anna` **ohne** Bindestrich." }, + { "id": "c", "text": "Es entfernt das Konto `anna`.", "correct": false, "explanation": "Konten löscht `userdel`." }, + { "id": "d", "text": "Es führt einen Befehl als root aus und fragt nach dem Passwort von `anna`.", "correct": false, "explanation": "`su` fragt nach dem Passwort des **Zielbenutzers** (hier anna), außer root ruft auf." }, + { "id": "e", "text": "Es sperrt `anna` für die Dauer der Sitzung.", "correct": false, "explanation": "`su` sperrt keine Konten." } + ], + "explanation": "Einzelnen Befehl: `su - anna -c \"befehl\"`. Ohne Benutzername wechselt `su` zu root.", + "references": ["man 1 su"] + }, + { + "id": "110.1-009", + "objective": "110.1", + "type": "single", + "difficulty": 1, + "question": "Welcher Befehl zeigt **fehlgeschlagene** Anmeldeversuche aus `/var/log/btmp`?", + "options": [ + { "id": "a", "text": "`lastb`", "correct": true, "explanation": "„last bad“; nur für root lesbar." }, + { "id": "b", "text": "`last`", "correct": false, "explanation": "Zeigt erfolgreiche Anmeldungen aus `wtmp`." }, + { "id": "c", "text": "`lastlog`", "correct": false, "explanation": "Zeigt je Benutzer die letzte Anmeldung." }, + { "id": "d", "text": "`who`", "correct": false, "explanation": "Zeigt aktuell angemeldete Benutzer." }, + { "id": "e", "text": "`w`", "correct": false, "explanation": "Zeigt angemeldete Benutzer und deren Aktivität." } + ], + "explanation": "Viele fehlgeschlagene SSH-Anmeldungen sind ein Hinweis auf Brute-Force-Versuche (Abhilfe z. B. Schlüssel statt Passwort).", + "references": ["man 1 last"] + }, + { + "id": "110.1-010", + "objective": "110.1", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu `nmap` treffen zu?", + "options": [ + { "id": "a", "text": "`nmap -sT host01` führt einen TCP-Connect-Scan durch.", "correct": true, "explanation": "Baut vollständige TCP-Verbindungen auf; braucht keine Root-Rechte." }, + { "id": "b", "text": "Portscans sollten nur gegen eigene Systeme oder mit ausdrücklicher Erlaubnis laufen.", "correct": true, "explanation": "Fremde Systeme zu scannen kann rechtliche Folgen haben." }, + { "id": "c", "text": "`nmap` ändert die Firewall-Regeln des Ziels.", "correct": false, "explanation": "`nmap` beobachtet nur, es konfiguriert nichts." }, + { "id": "d", "text": "`nmap -p 22 host01` scannt alle Ports außer 22.", "correct": false, "explanation": "`-p 22` scannt **nur** Port 22." }, + { "id": "e", "text": "`nmap` kann nur den eigenen Rechner prüfen.", "correct": false, "explanation": "Es scannt beliebige erreichbare Hosts und Netze." } + ], + "explanation": "Ohne Angabe prüft nmap die 1000 häufigsten Ports. `-sU` scannt UDP, `-sV` erkennt Dienstversionen.", + "references": ["man 1 nmap"] + }, + { + "id": "110.2-006", + "objective": "110.2", + "type": "single", + "difficulty": 2, + "question": "Was bewirkt `systemctl mask cups.service`?", + "options": [ + { "id": "a", "text": "Die Unit wird auf `/dev/null` verlinkt und kann weder manuell noch als Abhängigkeit gestartet werden.", "correct": true, "explanation": "Stärker als `disable`; rückgängig mit `systemctl unmask`." }, + { "id": "b", "text": "Der Dienst wird nur beim nächsten Start nicht automatisch gestartet.", "correct": false, "explanation": "Das ist `disable`; manuell starten ginge weiterhin." }, + { "id": "c", "text": "Der Dienst wird versteckt, läuft aber weiter.", "correct": false, "explanation": "`mask` stoppt einen laufenden Dienst nicht automatisch – starten lässt er sich danach aber nicht mehr." }, + { "id": "d", "text": "Die Protokollausgabe des Dienstes wird unterdrückt.", "correct": false, "explanation": "`mask` hat mit Logging nichts zu tun." }, + { "id": "e", "text": "Der Dienst läuft danach nur noch für root.", "correct": false, "explanation": "`mask` kennt keine Benutzerbeschränkung." } + ], + "explanation": "Zum sofortigen Stoppen zusätzlich `--now` angeben. Status `masked` zeigt `systemctl status` bzw. `list-unit-files`.", + "references": ["man 1 systemctl"] + }, + { + "id": "110.2-007", + "objective": "110.2", + "type": "single", + "difficulty": 1, + "question": "Was passiert, wenn ein Benutzer mit der Login-Shell `/usr/sbin/nologin` sich per SSH anmelden will?", + "options": [ + { "id": "a", "text": "Eine Meldung wird ausgegeben und die Verbindung beendet; eine interaktive Sitzung entsteht nicht.", "correct": true, "explanation": "`nologin` gibt „This account is currently not available.“ (bzw. `/etc/nologin.txt`) aus und endet mit Fehler." }, + { "id": "b", "text": "Der Benutzer erhält eine eingeschränkte Bash.", "correct": false, "explanation": "Es wird gar keine Shell gestartet." }, + { "id": "c", "text": "Das Konto wird dauerhaft gelöscht.", "correct": false, "explanation": "`nologin` ändert keine Konten." }, + { "id": "d", "text": "Die Anmeldung gelingt nur mit SSH-Schlüssel.", "correct": false, "explanation": "Auch mit Schlüssel endet die Sitzung sofort." }, + { "id": "e", "text": "Es gilt nur für root, normale Benutzer sind nicht betroffen.", "correct": false, "explanation": "Es gilt für jedes Konto mit dieser Shell." } + ], + "explanation": "Nicht verwechseln mit `/etc/nologin`: Diese Datei sperrt **alle** Nicht-root-Anmeldungen, solange sie existiert.", + "references": ["man 8 nologin"] + }, + { + "id": "110.2-008", + "objective": "110.2", + "type": "fill", + "difficulty": 2, + "question": "Mit welchem `systemctl`-Aufruf (Befehl und Unterbefehl) listet man alle Socket-Units mit ihren lauschenden Adressen auf?", + "answers": ["systemctl list-sockets"], + "explanation": "Socket-Units (`*.socket`) lauschen stellvertretend und starten den Dienst bei Bedarf.", + "references": ["man 1 systemctl", "man 5 systemd.socket"] + }, + { + "id": "110.2-009", + "objective": "110.2", + "type": "single", + "difficulty": 2, + "question": "Welche Aussage zu **xinetd** trifft zu?", + "options": [ + { "id": "a", "text": "Als Super-Server lauscht er für mehrere Dienste und startet sie erst bei einer Verbindung; Konfiguration in `/etc/xinetd.conf` und `/etc/xinetd.d/`.", "correct": true, "explanation": "In `/etc/xinetd.d/` schaltet `disable = yes` einen Dienst ab." }, + { "id": "b", "text": "xinetd ist eine Firewall auf Paketebene.", "correct": false, "explanation": "Paketfilter sind z. B. nftables/iptables." }, + { "id": "c", "text": "xinetd ersetzt den Kernel-Scheduler.", "correct": false, "explanation": "Kein Zusammenhang." }, + { "id": "d", "text": "xinetd wird über `/etc/inittab` konfiguriert.", "correct": false, "explanation": "`/etc/inittab` gehört zu SysV-init." }, + { "id": "e", "text": "xinetd ist der Nachfolger von systemd.", "correct": false, "explanation": "Umgekehrt: systemd-Socket-Units übernehmen heute meist diese Aufgabe." } + ], + "explanation": "Auf modernen Systemen selten; Prinzip „Dienste nur bei Bedarf starten“ lebt in systemd-Socket-Aktivierung weiter.", + "references": ["man 8 xinetd", "man 5 xinetd.conf"] + }, + { + "id": "110.2-010", + "objective": "110.2", + "type": "multi", + "difficulty": 1, + "question": "Welche Maßnahmen verringern die **Angriffsfläche** eines Servers?", + "options": [ + { "id": "a", "text": "Nicht benötigte Dienste stoppen und deaktivieren", "correct": true, "explanation": "Jeder laufende Netzwerkdienst ist ein möglicher Angriffspunkt." }, + { "id": "b", "text": "Dienste, die nur lokal gebraucht werden, nur an `127.0.0.1` binden", "correct": true, "explanation": "Dann sind sie aus dem Netz nicht erreichbar." }, + { "id": "c", "text": "`/etc/shadow` für alle lesbar machen (644)", "correct": false, "explanation": "Damit könnten alle Benutzer die Hashes offline knacken." }, + { "id": "d", "text": "SSH-Anmeldung als root mit Passwort erlauben", "correct": false, "explanation": "Erhöht das Risiko durch Passwortraten auf das mächtigste Konto." }, + { "id": "e", "text": "Telnet für die Fernwartung verwenden", "correct": false, "explanation": "Telnet überträgt alles inklusive Passwort im Klartext." } + ], + "explanation": "Vorgehen: lauschende Ports ermitteln (`ss -tulpn`), unnötige Dienste abschalten, Rest mit Firewall und Updates absichern.", + "references": ["LPI 102-500 Objective 110.2"] + }, + { + "id": "110.2-011", + "objective": "110.2", + "type": "single", + "difficulty": 2, + "question": "Welche Aussage zur **Socket-Aktivierung** bei systemd trifft zu?", + "options": [ + { "id": "a", "text": "systemd lauscht selbst auf dem Socket und startet den zugehörigen Dienst erst bei der ersten Verbindung.", "correct": true, "explanation": "Die `.socket`-Unit hält den Port offen und übergibt ihn an den Dienst." }, + { "id": "b", "text": "Der Dienst muss vorher manuell gestartet sein, sonst gehen Verbindungen verloren.", "correct": false, "explanation": "Gerade das Gegenteil: Verbindungen werden gepuffert, bis der Dienst läuft." }, + { "id": "c", "text": "Socket-Units ersetzen die Firewall.", "correct": false, "explanation": "Sie regeln nicht, **wer** sich verbinden darf." }, + { "id": "d", "text": "Socket-Aktivierung funktioniert nur mit UDP.", "correct": false, "explanation": "TCP, UDP und Unix-Sockets werden unterstützt." }, + { "id": "e", "text": "Socket-Units werden in `/etc/xinetd.d/` konfiguriert.", "correct": false, "explanation": "Sie liegen wie andere Units z. B. unter `/etc/systemd/system/`." } + ], + "explanation": "Beispiel: `ssh.socket` statt `ssh.service`. Auch eine deaktivierte Service-Unit kann so über ihre aktive Socket-Unit gestartet werden – beim Härten beide prüfen.", + "references": ["man 5 systemd.socket"] + }, + { + "id": "110.3-007", + "objective": "110.3", + "type": "single", + "difficulty": 1, + "question": "Wie überträgt man den eigenen öffentlichen SSH-Schlüssel am einfachsten auf den Server `host01`?", + "options": [ + { "id": "a", "text": "`ssh-copy-id anna@host01`", "correct": true, "explanation": "Hängt den öffentlichen Schlüssel an `~/.ssh/authorized_keys` auf dem Server an und setzt passende Rechte." }, + { "id": "b", "text": "`scp ~/.ssh/id_ed25519 anna@host01:`", "correct": false, "explanation": "Kopiert den **privaten** Schlüssel – ein Sicherheitsproblem und wirkungslos für die Anmeldung." }, + { "id": "c", "text": "`ssh-add anna@host01`", "correct": false, "explanation": "`ssh-add` lädt Schlüssel in den lokalen ssh-agent." }, + { "id": "d", "text": "`ssh-keyscan host01`", "correct": false, "explanation": "Holt die **Host**-Schlüssel des Servers ab." }, + { "id": "e", "text": "`ssh-agent anna@host01`", "correct": false, "explanation": "`ssh-agent` hält Schlüssel im Speicher, überträgt nichts." } + ], + "explanation": "Mit `-i ~/.ssh/datei.pub` wählt man einen bestimmten Schlüssel.", + "references": ["man 1 ssh-copy-id"] + }, + { + "id": "110.3-008", + "objective": "110.3", + "type": "fill", + "difficulty": 1, + "question": "Wie heißt die Konfigurationsdatei des OpenSSH-**Servers**? (vollständiger Pfad)", + "answers": ["/etc/ssh/sshd_config"], + "explanation": "Die Client-Konfiguration ist `/etc/ssh/ssh_config` bzw. `~/.ssh/config`. Nach Änderungen `sshd -t` prüfen und den Dienst neu laden.", + "references": ["man 5 sshd_config"] + }, + { + "id": "110.3-009", + "objective": "110.3", + "type": "single", + "difficulty": 1, + "question": "Welcher GnuPG-Befehl listet die öffentlichen Schlüssel im eigenen Schlüsselbund auf?", + "options": [ + { "id": "a", "text": "`gpg --list-keys`", "correct": true, "explanation": "Kurzform `gpg -k`." }, + { "id": "b", "text": "`gpg --list-secret-keys`", "correct": false, "explanation": "Listet die **privaten** Schlüssel (`-K`)." }, + { "id": "c", "text": "`gpg --export`", "correct": false, "explanation": "Gibt öffentliche Schlüssel zur Weitergabe aus (binär oder mit `--armor`)." }, + { "id": "d", "text": "`gpg --import`", "correct": false, "explanation": "Importiert Schlüssel aus einer Datei." }, + { "id": "e", "text": "`gpg --verify`", "correct": false, "explanation": "Prüft Signaturen." } + ], + "explanation": "Schlüsselbund liegt in `~/.gnupg/`. Schlüssel verteilen: `gpg --export --armor anna@example.org > anna.asc`.", + "references": ["man 1 gpg"] + }, + { + "id": "110.3-010", + "objective": "110.3", + "type": "single", + "difficulty": 2, + "question": "Zu `release.tar.gz` gibt es die abgetrennte Signatur `release.tar.gz.sig`. Wie prüft man sie?", + "options": [ + { "id": "a", "text": "`gpg --verify release.tar.gz.sig release.tar.gz`", "correct": true, "explanation": "Erst die Signatur, dann die signierte Datei; der öffentliche Schlüssel des Signierers muss importiert sein." }, + { "id": "b", "text": "`gpg --decrypt release.tar.gz`", "correct": false, "explanation": "Die Datei ist nicht verschlüsselt, nur signiert." }, + { "id": "c", "text": "`gpg --sign release.tar.gz.sig`", "correct": false, "explanation": "Würde selbst eine neue Signatur erstellen." }, + { "id": "d", "text": "`sha256sum release.tar.gz.sig`", "correct": false, "explanation": "Berechnet nur eine Prüfsumme der Signaturdatei." }, + { "id": "e", "text": "`gpg --list-keys release.tar.gz`", "correct": false, "explanation": "Listet Schlüssel, prüft nichts." } + ], + "explanation": "„Good signature“ heißt nur: passt zum Schlüssel. Ob der Schlüssel vertrauenswürdig ist, zeigt der Fingerabdruck-Abgleich über einen sicheren Kanal.", + "references": ["man 1 gpg"] + }, + { + "id": "110.3-011", + "objective": "110.3", + "type": "single", + "difficulty": 1, + "question": "Wie lädt man den privaten Schlüssel `~/.ssh/id_ed25519` in einen laufenden **ssh-agent**?", + "options": [ + { "id": "a", "text": "`ssh-add ~/.ssh/id_ed25519`", "correct": true, "explanation": "Fragt einmal nach der Passphrase; danach nutzt ssh den Schlüssel aus dem Agent. `ssh-add -l` listet geladene Schlüssel." }, + { "id": "b", "text": "`ssh -A ~/.ssh/id_ed25519`", "correct": false, "explanation": "`-A` aktiviert Agent-Weiterleitung für eine Verbindung." }, + { "id": "c", "text": "`ssh-keygen -a ~/.ssh/id_ed25519`", "correct": false, "explanation": "`-a` legt die Anzahl der KDF-Runden beim Erzeugen fest." }, + { "id": "d", "text": "`ssh-copy-id ~/.ssh/id_ed25519`", "correct": false, "explanation": "Überträgt einen öffentlichen Schlüssel auf einen Server." }, + { "id": "e", "text": "`ssh-agent -k`", "correct": false, "explanation": "`-k` beendet den laufenden Agent." } + ], + "explanation": "Agent starten (falls nicht durch die Desktop-Sitzung geschehen): `eval \"$(ssh-agent)\"`.", + "references": ["man 1 ssh-add", "man 1 ssh-agent"] + }, + { + "id": "110.3-012", + "objective": "110.3", + "type": "multi", + "difficulty": 2, + "question": "Welche Aussagen zu GnuPG treffen zu?", + "options": [ + { "id": "a", "text": "Man verschlüsselt mit dem **öffentlichen** Schlüssel des Empfängers.", "correct": true, "explanation": "Nur der Inhaber des passenden privaten Schlüssels kann entschlüsseln." }, + { "id": "b", "text": "Man signiert mit dem eigenen **privaten** Schlüssel.", "correct": true, "explanation": "Jeder mit dem öffentlichen Schlüssel kann die Signatur prüfen." }, + { "id": "c", "text": "Der Empfänger entschlüsselt mit dem öffentlichen Schlüssel des Absenders.", "correct": false, "explanation": "Entschlüsselt wird mit dem eigenen privaten Schlüssel." }, + { "id": "d", "text": "Ein Widerrufszertifikat dient zum Verschlüsseln von Dateien.", "correct": false, "explanation": "Es erklärt einen Schlüssel für ungültig, z. B. nach Verlust." }, + { "id": "e", "text": "`~/.gnupg` sollte für alle lesbar sein, damit andere die Schlüssel finden.", "correct": false, "explanation": "Das Verzeichnis enthält private Schlüssel und muss privat bleiben (700); öffentliche Schlüssel verteilt man per Export." } + ], + "explanation": "Hintergrund-Daemon: `gpg-agent` verwaltet Passphrasen; Widerrufszertifikat erzeugen mit `gpg --gen-revoke`.", + "references": ["man 1 gpg"] + }, + { + "id": "110.3-013", + "objective": "110.3", + "type": "fill", + "difficulty": 1, + "question": "Mit welcher `ssh`-Option gibt man eine bestimmte Datei mit dem privaten Schlüssel für die Anmeldung an? (nur die Option)", + "answers": ["-i"], + "explanation": "Beispiel: `ssh -i ~/.ssh/labor_ed25519 anna@host01`. Dauerhaft in `~/.ssh/config` mit `IdentityFile`.", + "references": ["man 1 ssh"] + }, + { + "id": "110.3-014", + "objective": "110.3", + "type": "single", + "difficulty": 2, + "question": "Welche Einstellung in `/etc/ssh/sshd_config` verbietet die Anmeldung per **Passwort** für alle Benutzer?", + "options": [ + { "id": "a", "text": "`PasswordAuthentication no`", "correct": true, "explanation": "Danach sind nur noch Schlüssel bzw. andere Verfahren möglich – vorher Schlüssel-Anmeldung testen!" }, + { "id": "b", "text": "`PermitRootLogin no`", "correct": false, "explanation": "Verbietet nur die Anmeldung als root." }, + { "id": "c", "text": "`PubkeyAuthentication no`", "correct": false, "explanation": "Verbietet die Schlüssel-Anmeldung – das Gegenteil." }, + { "id": "d", "text": "`AllowUsers none`", "correct": false, "explanation": "Erlaubt nur einem Benutzer namens `none` die Anmeldung." }, + { "id": "e", "text": "`X11Forwarding no`", "correct": false, "explanation": "Betrifft nur die X11-Weiterleitung." } + ], + "explanation": "Abhängig von PAM sollte zusätzlich `KbdInteractiveAuthentication no` gesetzt sein, sonst ist eine Passwortabfrage über PAM noch möglich.", + "references": ["man 5 sshd_config"] + } + ] +} diff --git a/simulator/docs/decisions.md b/simulator/docs/decisions.md index 50802b2..1643504 100644 --- a/simulator/docs/decisions.md +++ b/simulator/docs/decisions.md @@ -24,5 +24,5 @@ 1. Richtwert 65 % für „bestanden“ – anpassen? 2. Teilpunkte bei Mehrfachauswahl: von LPI nicht dokumentiert; derzeit alles-oder-nichts. 3. Sitzungs-Export und `localStorage` enthalten die Fragen einer Sitzung im Klartext. -4. Alle 180 Fragen sind KI-erstellt (Claude Opus 5.5) und **noch nicht fachlich geprüft** – Aufgabe der Prüfer ([REVIEW.md](REVIEW.md)). +4. Alle 400 Fragen (je 200 für 101 und 102; zweiter Satz in `questions_*_set2.json`, 30.10.2026) sind KI-erstellt (Claude Opus 5.5) und **noch nicht fachlich geprüft** – Aufgabe der Prüfer ([REVIEW.md](REVIEW.md)). 5. Nicht getestet: Safari, echte Mobilgeräte. diff --git a/simulator/js/bank.js b/simulator/js/bank.js index 16171d4..2afb770 100644 --- a/simulator/js/bank.js +++ b/simulator/js/bank.js @@ -3,11 +3,11 @@ * @brief Fragenbank (verschlüsselt) – ERZEUGT von tools/build_bank.py, nicht von Hand bearbeiten * @author Björn Runden * @owner Björn Runden - * @version 2026-10-29T22:40:55Z + * @version 2026-10-30T10:57:52Z */ window.LPIC_BANK = { - "generated": "2026-10-29T22:40:55Z", + "generated": "2026-10-30T10:57:52Z", "build": "179de2341e47860b1d8ad91f2d6dad734ec7915808c0fd02d276c13a6b2ed86a", - "rev": "1ae157f0c162c0674a00e01c", - "payload": 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" + "rev": "2caf2bb88d32f29371052f6c", + "payload": 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" }; diff --git a/simulator/tools/build_bank.py b/simulator/tools/build_bank.py index d54726f..f2017dc 100644 --- a/simulator/tools/build_bank.py +++ b/simulator/tools/build_bank.py @@ -5,7 +5,7 @@ @author Björn Runden @owner Björn Runden @assist KI-unterstützt (Claude Opus 5.5), geprüft von Björn Runden -@version 0.3.0 (29.10.2026) +@version 0.3.1 (30.10.2026) @usage build_bank.py [-d] [-q] [-n] [-c] [--approved-only] [-o js/bank.js] [-e [DIR]] [-b [FILE]] Aufbau von data/: je Prüfung ein Ordner mit exam.json und beliebig vielen questions_*.json (Quelltext, Klartext). @@ -238,7 +238,9 @@ def write_bank(exams: list[dict], output: Path) -> None: def export_site(target: Path, dry_run: bool) -> None: """Kopiert nur die Laufzeitdateien (ohne data/, tools/, tests/) nach target. - Ein vorhandenes Ziel wird nur ersetzt, wenn es von hier stammt (Markierungsdatei).""" + In ein vorhandenes Ziel wird nur exportiert, wenn es von hier stammt (Markierungsdatei). Ersetzt werden + ausschließlich EXPORT_ITEMS; andere Dateien im Ziel (z. B. abgelegte Pakete) bleiben unangetastet, und das + Verzeichnis selbst bleibt bestehen (ein darin laufender http.server liefert weiter aus).""" target = target.resolve() if target == BASE or BASE in target.parents and target.name in EXPORT_ITEMS + ["data", "tools", "tests"]: raise ValueError(f"Export-Ziel {target} liegt im Quellbaum") @@ -247,14 +249,16 @@ def export_site(target: Path, dry_run: bool) -> None: if dry_run: log.info("Trockenlauf: würde %s nach %s exportieren", ", ".join(EXPORT_ITEMS), target) return - if target.exists(): - shutil.rmtree(target) - target.mkdir(parents=True) + target.mkdir(parents=True, exist_ok=True) for item in EXPORT_ITEMS: - src = BASE / item - (shutil.copytree if src.is_dir() else shutil.copy2)(src, target / item) - (target / EXPORT_MARKER).write_text("Export von simulator/tools/build_bank.py – Verzeichnis wird beim nächsten Export ersetzt\n", - encoding="utf-8") + src, dst = BASE / item, target / item + if dst.is_dir() and not dst.is_symlink(): + shutil.rmtree(dst) + elif dst.exists() or dst.is_symlink(): + dst.unlink() + (shutil.copytree if src.is_dir() else shutil.copy2)(src, dst) + (target / EXPORT_MARKER).write_text("Export von simulator/tools/build_bank.py – beim nächsten Export werden nur " + + ", ".join(EXPORT_ITEMS) + " ersetzt, andere Dateien bleiben\n", encoding="utf-8") log.info("Export nach %s geschrieben (Start: python3 -m http.server 8080 -d %s)", target, target)